Lyons v. Construction Specialties, Inc.
This text of 112 F. Supp. 317 (Lyons v. Construction Specialties, Inc.) is published on Counsel Stack Legal Research, covering District Court, D. New Jersey primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
MODARELLI, District Judge.
George W. Lyons, owner of United States Patent No. 2,174,989 for a cellar closure called a “Hatchway,” brings this action for infringement against John Murray, Michael Murray, and Bernard Murray, a partnership, doing business as Seaboard Metal Products Co., for making and selling cellar doors to defendant, Construction Specialties, Inc. The latter is joined for selling these doors to the building trade.
Two types of doors made and sold by defendants are involved. The first, denoted as Exhibit D or D-7, is said to infringe Claim 4 of plaintiff’s patent. The second, denoted as Exhibit E or D-8, is said to infringe Claims 2 and 3 of plaintiff’s patent. The claims in issue are set forth in the margin.1 Reproductions of these exhibits are included herein. Better procedure requires a consideration first of the question of validity of plaintiff’s patent. Sinclair & Carroll Co., Inc. v. Interchemical Corp., 1945, 325 U.S. 327, 330, 65 S.Ct. 1143, 89 L.Ed. 1644.
Plaintiff’s patent is for a cellar hatchway of sheet metal. Its two doors rest on a wedge-shaped frame, the angular side walls of which account for its slope. The frame [321]*321is open on the top surface and flanges bend upward at the opening. The doors which open outward from the center of the frame opening have downwardly turned flanges at their perimeters. The downward flange on th.e doors and the upward flange on the frame at the opening provide a watertight closure which prevents the seepage of water through the hatchway. Lyons’ figures which were filed with the Patent Office are reproduced to illustrate the construction of the hatchway.
[319]*319
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MODARELLI, District Judge.
George W. Lyons, owner of United States Patent No. 2,174,989 for a cellar closure called a “Hatchway,” brings this action for infringement against John Murray, Michael Murray, and Bernard Murray, a partnership, doing business as Seaboard Metal Products Co., for making and selling cellar doors to defendant, Construction Specialties, Inc. The latter is joined for selling these doors to the building trade.
Two types of doors made and sold by defendants are involved. The first, denoted as Exhibit D or D-7, is said to infringe Claim 4 of plaintiff’s patent. The second, denoted as Exhibit E or D-8, is said to infringe Claims 2 and 3 of plaintiff’s patent. The claims in issue are set forth in the margin.1 Reproductions of these exhibits are included herein. Better procedure requires a consideration first of the question of validity of plaintiff’s patent. Sinclair & Carroll Co., Inc. v. Interchemical Corp., 1945, 325 U.S. 327, 330, 65 S.Ct. 1143, 89 L.Ed. 1644.
Plaintiff’s patent is for a cellar hatchway of sheet metal. Its two doors rest on a wedge-shaped frame, the angular side walls of which account for its slope. The frame [321]*321is open on the top surface and flanges bend upward at the opening. The doors which open outward from the center of the frame opening have downwardly turned flanges at their perimeters. The downward flange on th.e doors and the upward flange on the frame at the opening provide a watertight closure which prevents the seepage of water through the hatchway. Lyons’ figures which were filed with the Patent Office are reproduced to illustrate the construction of the hatchway.
[319]*319
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DvZ5X3/CVI76Pbs+GimZiq6C9WOXwLDv+QD3z88D2266QWdzN8QztuqcgdwrvKRktOvJveuCLtctVtYxKyE7MxmtzYDImF8lSKlFaOSch6sFOFW74TSCcdk2hdVTh6v65UX8XjSfzzxW/uxkIpVY/VJ2PS3hPFupJs9EMRseNt5nyzyp4E7Hj1NhF3lFIqmoQ7qsK03p5S11XMZoneTD8YqqaeJBX3iuNeBf4J1wgWA3XdO3RmLV6zAryr9TYRPf0IXSowBBcehFHAq2bogtVg1OYKE9IzvvGkHy3kkL/0HvJuOMf3tXlp8sVihYMgnmYhQfI0zNsFsqppm4DL+8LMeCcAEfZ03FIp0MkL1QqH+IiPb8832r00eaOTEe6d1dtCCCHuvnfvXd9nb1699f0Q5+17lqppYEs2icumKWb8gz0JWLWol+zcE+G9hxHyzorqS9wWrT/pBONFIj4xgkCezO+85rmv3yM2PvOeNNEaEH2oIrftI0osB7//iO5DExLZsSdsLxgoT+5JZ5ftXOuvenGpZ2W0+bnvk7YFPGGnwQGzG3+RvCkJhB8p57Q8rFmEnBaKcwezEUDY5pKzS08Gvt2XCsZHawyND+YsJ1V9Hmc2/tTrkzffVq+rT72u3tl5M3zznRf6N/JvGtvotVKq5pDBPHTHwf1GYMxoOgZER+86LV6LvL4KoB8xMe9H0c5yyuAHRut19ps3EzQkurajquybxusqxp8U1U98JrqJ9Wd8UnMncyDOQq4xWPSZVigeFSBw5K76O9VxUltNTPnUWXg6SwUIz5GDgkCtLyYdTa932IVhg6mQ34/jz9oX3kymnv7KEGR4jpc4LtXwVp4AR9CXZn53Zd5Wo0yeesBbfGIxVMEG/bBAm412lhPeCoTyhzdfX45R6hX1is4nVME0ckGSol+UqI9YT+5DrRhkt54EqGgNirqf0c5Sukj4QyXT7+TCevDN+IOB98inlFKvqNfzygzUPTTWRfn6FbCTyLm0rpNuPQnZUUO0P9O82ctFB/f76zEYYkZuNgl2vpogVOFQFQQfC5U/XSzQIxXBupwVz5AD/gwORuYBXGFf9vDjbM0txI1E+GFkkCJvfUhs/oMXdGjBe1bPPJh2iwW6/dZl0oH3W/g2QkUgYvJPWeXAYO+OLLN8/+SVVTc4zLajNJ+J05cv7jlErKdGpVvXSbcxYVvJPvz/7veMS/yy1zH1uLrOoV8Ie2DrrZvrP/q2Um8/+dZzCBJM+EUjybi22hNsvz62XLtSHcZEsa58vv2yqQ2/fLEO14P1JeFQA+LhOyrZq8wFVy+F6PNYete+pHUC/gkj/sV8zbDwsHxxntnYqoGwJxigLe0X3J3U55iKX2ldJhnoj9U6JiETJWGSKVlVjEmM8qoUlXJ4WSmlUKqrsxGGmZzupY3JUO7jwrTJiNq8rx5q1t7LI50ulS6wDrZaU0n96NoT3GO2IWiy5TEbzFc5uC2EEB/+1ff19u68+ail3GjxyV8goQK/F1AjclFTp7HOiN2UitfBBLtSqv1kVEqFo4niCju5sYql2aXNTVR9Bf3oq3CiVLgRZJtwi/Frn7Rh8WOXtQvDINhH4vvjoPabyPG+v0CKG2Sr2AOQnn6JGXgQjg9lZvemWZN0OozS3cCrTyXT+pXqsuKVkn0VXPGHOZZUlrMO+0qo4N484DeUUuo/n+59/quOABAq3lTKj7yddKuOGs2Vxvm5GE864l1deuKj4o0xk9qe+OvRsFIUKoG9/0WpdaW8iEwAMtpqqjFkU070z3in4+zqIkY3whW/MGV6oy6Bv3U0KplLKsBjH4EQbuFkdPqeJdmvzTBjnGjeXI5f7BSG8iVcCHbTgDIbwPX88bLL6yL8CjyOlZP2Bk28Kl882v1cPENP2F2wjfjduuiF4JY8tpvLcFkMsDNld/Ga15R45ShFBTromJ+hJ6vIoaxPH60snuQQda941722kLdILSKbsAmj6DC3q3nHx+XUrSxQMZpupS/VSYrpldKXznZgqPx+LtRV1PvWhpdKhQ+0ABGsj1bXlVIqnAQ7kTfJqC9PPa1erjPSlN8XlQp3LszFNsGfM6r1dKfc8eF4AawaivtRpD8ud2YnIcDAC1yc/HS4ErJRp+QZ8AcGVy+sXU8ybYFSnc54pbFIbeNJKVUWRo9QQgU49yilXn391TufW138Kx6xhEwX7VAppeJ1T0V+jtO/+LL6pvJqJP76qZiiUuFOR/5JR3/jbCovxy+KWmHhMOo3uPt58alXlFJKrb+oondyDuXt19VtVS1NZ5yLSoWT9bpbTDq72rlzBnhX2a6TqpmNog1+qHaPuaLV/Pndl65Ew4WdBq+/hX1abehkzm7Obhi06gCeaXapEKWym3z8QCHOm/hLAidVX3CoQoMCEH5Shf5OZcogI6sopaIGbEWHn2nFM8TFO0zfDs0o9ZB0tG/ol+57KaMvLmPGtoWpPrayT6KmvgSHIi42Tra0Tnf5e1s/plJKi91mTOzCmERD7YztIV2fsG9tM/0B3MEWA5fhf7yRiDKHmyo0kbM9FdaganJo6HVG7esk6ckHuvXEF4Zdu8KK9zfDdeXVfa6+TFXmgh0VmnR6T+UbVAFiNo1p1zS7koLPNLsYKbef3fMCM8bxZ9qXr5B3fvNjmgTpYCV2I/OZERxSQCy2hW1XVnWMM/U6NSotW3e524pXSg5VRlE1z5NYqD0Vs+M9+DvlLFquPL2J3BqqyBTdCVmyM5h8akx6U4cVf8aeeEKF6fQyexL24/6SknsVXH9RhSb5JWS4WZnQ65vqz9Fks22dnG12sa3kSpWQ22xjPuCww2x44r4SYrsId6FKPGk13DpT087YkyFT4VXUOx3Ptg3/K9+oy7+w1mXBLbnosV2FtCu5ZRrA7XWwwKEHr+vsUnKYybybihUoqSLe3AlVrGnxqzb8VVYH8FN/61VjlmxGm6GJRN9R6sUqz7IBBa8ZccMuPEkznK0nIZM4wZOMnoT9uL/k2tOA9SzhjloPzQWme7KsGemLAsLQ1JMd3ZNOfEYDVrghEqqP0fJwYz7I362MEXQjU/NNE7pcu+u1YphTVc905aTAm22g3OnW0J0ioUHIqMJvwKEz28bDYoRQ6m01v6k2Vfya+mffmixuRWEusnIooWdmt2BQYZFAyVHgdG5Ukudss0sFq+lCMVSpUFLF6zfbc+8pdXuxvhS8pMcQMkkJREqpZhpk0q4z9ySyNpOFkvck6scVCidV0FcqaKTmJ+CJuEDUix+8ZGwF6F+bCblfDDtaZYWDcYcJMADritOe0FuJlwhEsjnLWVc87M7ZLUnDTO3jEV5Wk1ebN7ZgpQaLN0FJ66RZGMOApN4zjwmWYrVku1z6h+NFsmyVGFy9V9xZvPb4Z+cL3ijmjWwQny5mroKYrcNxIcRtb5ieht3XiVJsajvZGb0oFGpPq2n8qXg8NZsOVlL7u7xMpibYUUqdtlfhr5bYlU0U7klhnXTfhkHOGBc4W7OVxef1DXJLPYadlpX6Z3gr/56WS5sMDwD+24sSgaGrHOSZYHfOqMDZ8kcnNh4uhCD42L/iI/C92IzKdvamEtSb7VV4g4plIusSJ089eB3drunJlNAl0tkVs+NN9Px8zlAsMyATt9lTSkWjnbYaIjZLBM4mbEU/gnP0JCV7pT0JUUuSETUwVEqF260UmIBJSZCtiX+S5DnH7MI/YtuUtu2r60VCSx0ogNBdMrpbdngeMKmx5FcFSebz9GS0YGCswNnq8Qa5U4Tbn3iXkFMfgMVEYuzEcwu4I39mqUSv+DrtL9kpd9ubpQfvLLuwitlRcjObXXLi7+j9aieIzDUu0FZfs2kRbCqlboVL86RkgDVmvUzN6zC7zrNOlD9U/jDtSYySqlHNJWuCP1FKXQ+XMLSShH5k6OelKbriXWc5TgD7lFzS63iorhNufSEdiOu3vvDST8vkrYLs/MRwpWxouARHeFfLYR3EOs8zJjE7ip1kTLz1cF1pex+xulM0yfB6PHnGONP3lNYkMjem19XSmHhiicAc73S8/Z6xJ2plXXnDpCfseBMDt3i7JotSWo8/2izqZHo7qqy7xvrSnt6hJ8nsOuMW9uUTtuZ6bS/6nssiF2xqkrXuob1H214e5vpLs2QJfQTcVvc6Z8fqAT60YC05BE6gL00s/+TXj4CqA0atoun0ifXHGaDWlpLN8a7KcqDX3ig9eGfahZVS7Cip57K/OR8qr7f9i0/tqDvP+Pd9hxFgM8AgqWgIN5VSnlqkgjcvKr1EvMnTZjKvX2GsrmF26cc514ny1lP2g9zxqwWIgNK6DXeUUlKFqQPYPaWU2lRKrhf0uuQwcbl4tp6c54wHto9ZVRJYSG86Lsl8jcCCkVPONHOB60BiRHYHIIDVIg1Sbvv2UoVd5bvOPCYxE+WtK6VC7etBvRkf2fbveV/9oS+qWnVzTykVr6swFR70d5RS15VaH5oWb6ISWUXX92Dr3pUcXWcdGiGfkU4IhD8VDwnG2PzAmwBfb8h0a4eEtDUIILE+9CDYv3CfkeqIyV3LdGLhtrZJd+ysK15Ffc3d8ib+jrq/FPl0dZ5Enj5M6/PXlVKBUk/fMqmp3rBCiTDeeaVuTJLwZJ2oM6IrwEL2cVEuU29RIo+WRcrTbzYgczTxB8CpEwKWhE3bSOWOTuxyVjogw+dc8cAU75C5kHucXOmUIbbQ8vQSHAkHYg4MpjCa5KnmjFMnNiaojvSujmo3BZixdYcbK6crHLqOIaX10gvgJ2O8cHMD4gVDBaMpeGsK6AdsD3JaGaGQBX3GVkgVvpLZdaY+AHz7vlPWceUo3MZ960h8j/ix3l7w+BT1EztC3N8XwrpbiMG/FWIgknEPHTJ5+pUZPB3I93PKp6F/mBd82FPVRhFaVc70gjrrLqzkhB3l3aeJEbtd6tDb5TCRn9xT8Y7yxI2g702+afo/Zr3KvHK8s17nxifln5y3Jyhtomsi1Hc2t4O+vnePgHep61/Y+ZwPMFplf5QZiEqOE90TT0UT5QMi2LltWHSI2cnlboyePFbfEx1+3jN+0WcjYpXNR3v8IQMQz4RX5PoPg/gfWf0F91ObSin1+lvql74VpxvjLRJVRglsueizRVk+XHHTgud4lWq+XmuTztmTaEBvIfuMT1Zxo3B3IMH9WOhJVvxStdlu8jjaoc4AYNVHaps9K6+Zm/isr67L87XpfLMrWFdKbqpbyt+JYQu2sEczPgkrI4DRvXtf/fnRB77k9K88Fm++vPlkNPqHqd2bcKKUioehUuEVNZJKDlWUFeyth1XksPjB9VpLZMnsOidWH+wo5Q/V60qqULClmYUtBN91pdeKFmjcC7X23TeVqcYWs1m1TBopEju6ReecXZYLo1NGXGfWA/vHbFvfnCjzSHOwMZWaflbqqb3BprG/zoXvjKsyu/VtSaLOf8YzlJLFKtNIvfLmH7/yphrdDw/AteRbvRieMvQ0vVF4SR6Z5R55IA6BgihP2FOVn6IJm0rSX6AnfAxO7MX19PX1byj1JzkG977higp3tGG7eV9TCgzjYyu3gWvlIveZV7aod+u7iK3Ajz8BtBlcAmAwEIuYgt0b8YlpRUK5GlaV1+rpmfNjK4DTW0huO1vJa9nCRPmOISAxKCwB2NmtKnT3sDJY0nFMLgJe6T0lMJpTe47+WrOsWbAVQhmJPkXekhV1RA0rfiXJcJHZFW/KnKuY1eU3ZfHyn2vzZUGPsK+e5JxwgdmlxQOzNfxqKdI3X5L1cdsIEpPlLelw9bgG5b1ZO7vSMs5F4U7hZBEa1sRKNXnG71Qo/gUzgesuFejZgV1XWVATnq7Hi6yTyJ3iyvRt5iWtSd6Ne2CmpfGEEcaWb7r2BlDSb7ASI5vD9eQ4Z3+8tUAeAKcf9To4yMkmcVK1tcR8mKP2KqfHIC56o6yCC+1dQWLYPzwE3hPol2KF+t6SuPssmlFbdlc5q9eGd+tbkVR4kb0rX9QGS0ulZe0DMNH17AJBqp6VVC3+YKm8QbhdDkvAq29FEnWRvSvbtsQjcJKaRV4DPgcnllFPUv5sXMhfpjwod2RKcRagLpxST84NegCCMcVd9zsQ69Vtm6kTwkoK9rRY2Bxnmd2QVlQXkcG5exIleb+cvBdWqpIkFBInbwtlZUcrKL6HeHXLRLY36Nw9+RaIQTptfPIdNgTwuFu/GbYYbMNJiIY7dwqvh/0KzycJ3JTdeFrnAAXcSGbX+kegZ1Kpbhymm4AE9FRWZYPCDKVTePdW51s1tUm3zQ/Z+fcuX8JuZG4VSU0WqPeE6SdyjQRx+XrsFr6jknZ6up4JknrPv+I9INZN1VcKO4/7oShdN9rwrf5SkVMq4krhLjJn/Cy1YFuyuT3n7MlA732Jj/v+8xAX6NKPpZ9KC979JCCWNXz7tvk2E5MGRDgYyJqYJPyc54k+nhfpd3BL0a6bWlEZGvUH5WRFfHm6Mq+lznT44OeeXa4PJ1TIc9gQl52Pa0iOkxrFQyVHM6ehwlrrcLrUC2Arbzrsm42yjd/zkVzO4NxaDjPzMPa92tjKq2QBzj0mt/ZKAmbj5OlAVDVblZ+sghrtzRnyofrqlOx2jz8H3uW6fpyRsUpwKgf7FY1pPtumw9MGhVfxXaRI2ER1mY/DXoXAV+b4r7JJSo7CzmLbVXDuXXjTZWYeB+kH11Y8hPweypHNdgfmjJflbjqB1I/zch2wcTJSV7mgI4uoMFO2ABp3JmbDagKRBu+7IvmswfKVPh0DgDDfW7Uwnj7iZeGK5CZPWVWej2qSR23fXc+9Cw/5hgBY3NMXQtwt7v4ERzfEwz11IATfdzSR4N7au3949V3Zx5JN5bmjeQNd1u3QIk1YPyv/JJwoxbp6OajT9S0t3lWwhJF3CSJ26lg9SqnosXa5lfPvXUrP/m5wAmFjVSd4U9mUwK7bw9Pj9JznyQDABUH/O6W1Zg+3vnf1sYoNtdE8QtBXTzVXWXc/cTz9POc6iSAWEhTcrRZKqVfjByehin7Ju/fN8JVvB3sH/TvPqBG9kU86do0Ho786bz44g7YmncmORAGiwp3b4RbQ3+db+n2FtTGvP/EIqMAGFo/csBsKU+7mGdV8l+D8VKLQgrr9KELEkFzBbIDeMPWcWglzxrUEIgCEl8qn1MEFsBUbGihqE0lJPMptKGwmms5FXV9dRFJu0pOzE+sNqkpT+Sm0VDBdWTSdi8Rd5YXPMTRxm/lAr/G1BNLKaJg1pdXnd/Xj3BjkybLIcgGc0rvflHiBfVjOkMMx9Fq91Z9/nRw+0BQry9O6uZ4T4d/ymuuTbTHnv8e7zfGlaS2cpsSHvXb+Yhu3/Lw9UWLiNyYoW7r18p9yKbE3qCertEJS3Hl7ohWMvbro2gij6hwW8lrz5QWvnrbiJ8/zYvVfslryVBuAqoYTZIuVGJfv2j1+totTf9idEQcKhLreFD/Ho7YnTvJs6kmd5cdbQrxbSm0B496mFnSF6UrTLQsUvGq3FdKAd936lZpyXfgbqUqYW53Gb6u3UKC0mtFHATzXVkrDmHiGKRgTYuBLKSIsz1pqBczZ3a+uSoMFop2rVT+jlWz4suObbQWfAWZM+k14WWjhNhBaE6j/ese5WFARInLeZ90GFjTVKUvv/nDZaEQBVK/DtaO+J0EtrW1HqT/VvyoJwG1Q9pmk3DajEZ0OifrzxK9Fxd1sUg5qZqdodRJnwLLRiHNB/Zh4hM1f3AFEzbDJMzThRHheY3pLNY5Kkre+J3JnKGXN9pXDtDq4g+3ZDA57NJFVFCuncCEM0mXXazoYfECVGNHnAXf1TtMyiSWgsE9kczG1PVHImgMuXQMOeHVnYIVB3jpYsNtwywJM41MNUH/GC7Aqj3CrlKoKzrCnHQnZcLXNIGhLUDsmcQ8GtZOrbR04bfXm4K80o48wV00YZAr166QLPuvWNrml2hyUOzpuWcxvgyI8f08s6AV1kW3dtFvic4gZB1uNKdRnO52NtT2JME7GgqXsAR12Wa+96qQeIZ9tTvwY0EHhrH5MbCMy9M26zVRfrc7c7lsthYNeM80OHk+GRDYnq+1Jaoj9fDDwOyZU7sZJyzKJEV22wnPcfk2cqnb+Bh0Lm7cskzn0vE5YXLeeLE0WbdFq/4LFAmFfpqycSlAQh9DkakCaVdZ+2tgBYODUVRTV7GJdkeH9gWr0jBqmTey44mvnYfJt+145wtUP8Z2z4IoVIEftNDtriKuVtquL0I+O06DOInrdp+rgGBKABeNmml0udXxJFO66YmoNErX56kzgqPU0oRWJk/rRdWkGNeF2Tfhjxu+SpUJzfP2VRsmIZL0JqkXfNCSlN674PDj4QnWKWnCN3yVXe+Yweo2SESmo7tIeVeAX5s6XOS7Fx4CpE1QE/Q0XTkWUsYSUHB/sNravfb35ybN+77otRC8vxymmSXesll0+CoAlQqXMfs2FbL7Cp7BsvchomYbaMSl+DPtd0H6pNzN4QIXqJZg9CVfaJCPozM3tuOItS1JpNcluzucC3CXrovetFskIoIfohFrX9qQ0/5/AqqRivb8mu9Z1Gmw01qGkPdtqaSCiBVVOobaWHhh77+AFD48l84f1TnO1lRuaGcRz4XfwExAjush31fZEvHxT5Yu850OBYpI0IGgpt9b5FgAHa21XeICUKCyro/1ijRWw7Zpvd3z8ZPsyZnb9JE9m4s1G4oRrx62nSUyMwpO1GgKpvH3HFS9gkCpWhdBRNxaOmm4qCudoq63md9qYjE4S1dyTfHp9OqC0UfUA7FpU+FcAeseyeiMG4BivozsNLkLvKkEsAcusNwa8VJxrGVzQc8ytLTMY0r5Mkj00qD2Ei9qy7VjNz0qCpblUQg0LoIfzy15DmVNr0bZMTkEi6EJ26jomNr1sa03AjZvyOwDc51MrI6Sk3b5Mks/ltqdrvjMaYxUKKEnLv2Mjavl/NgCjCgeuaSHH+O3cw3bwk2fXFb8aoXVJMfYR2bTkJcDKQi6hTenWHQz5aFszO5ADnOTZMrsyA3S9WIVFZK4lp94dhNybHNakmFqLDmI3UsLF8K4SaOLZzlK4W5vDT+KnD1RfYRZy68jpUHMPRdMm7GfpOoJ3v2Wc17pxQrYTB/2a+xZHottp8lhLfFp4yy5sdDSgqG0fwzG4dVT7ZJ97YFPW8PXb+SZAtijtS5QlumOnXEuZHke226Hga0pW7gr/9agd6QIyZeFaHE+WKmwDIQPoSSNrC2g60ZABjxVN2Oj9aOE4J1uthWSuxXZbK22hQZoJw+VZ6NWnz5PKSt326N95+w3ZEwgH+X5ZVYoB3Vf8btlcDyw6kORdvMoPerCy6LJMUpAVRWhIF2rnnsRW2T4+cK1hVPSeM/B7ZZKuHi3PauOblGG5+kJ4S0/yo1AOi9ZSaDuAd9Ly/Sqa2EIGuQ/kerCSdrrti7PrmKgecuGWq2lEUfO6K0xVngielcvBVaV4gku1PTigL18oB1aLHmhwgHpLFoe9FoJwApG+OXhu7QxI7QC39MQ3X9ycdKeLdRrzegCMRVAZudrtNIFeB11GaO2JGf2gY7ox0xDUD8ooTSwrItX+1slua+MA2EurrCqHzrhwBkLCfWXi1perUqaQLXO3InL+fu/XalpWgJTp0AE6711jlNDEhSALa5SUyEreqoicvUMnk2Pd+fotGGTCMAWtalkW5uo1abg0fsnpt0/P0EjogCLVjsmyuT9HCg8M9dGDcxpmgoV02gnCGjT26dZPAD951sutSFIiagL2ciLZ0oyKW7wuHLcrpStFUypqL0ItBhku1ZROh+y20WwXgmm9F9DZULbzTRJYSMBrwPCkfrSseMf4nRk8kUagW5/XzV0ZlS8oU6vzMnlCosBNJkkFFKmp4ixqFunF0YM6g+5l+Mviq7qxNbPPUCOArDvj/eTZ+X6SY09B8nShVso2gUwkRRaCY9u77dMJsk9sd07ZGfb/q/x3yPjfNKXNzvkinPxnPtxNSmQge7wQP9H3/nS2WnNFcZLw2nUSdKnI4uPNDUk2rwJpfEjQKzvIawAPF/DDNnQ46cnyFxr5gHjNX4r4cVvCwKPn7bBtrzT6D0i/U6nd042T7uei674owavfXKRZV9cjbr9z/QkkXeh7ZuBCjoOgNWsqFKI1m92DZrJtdwwyP/JjgMhFHzDN98bq20kkZIOhrhTMklW9MEYGbT1xkueJA1pQIJeFuaurBGqJAjBbWXSzWJvlq7D9tQSdZYmC9JctZTJrerTqeleuImcUdVsmsedmloXrTF5mcDaJzmjpRws4GqfxiqHjrugj/gAl6TUxZtNLU2eeVkji8MVCZovGq02fwLvAs0thIdJ322vMdqHWSjTU9+S2EKacbgQpLiBfcrtWYUkGJyVyQNBXtaY4DVDJn67FqU2XSo81j0leofXXSbatwe4ZFC8HHn/lsdImP12dt1gJMFsQ63rba2zuidGEj6WJ+770gnxLbN4ce37KNs5Aya1Oy0RAp/VYtF7d7vHIcPfp8fkwq8FtrksE2Ka/PLRfEK8ycVW14LoLutuRqDvjDQvUL0kQCcXmns4t4RrB6mEhZJYTfhrBAgRRz+u4LdVj9RurG0uXQjdNnc2p51uO3ivQOymg5FOxaNYoTUCfhZmKyAW0NvpvfdPUG/NheQdxa2dyKj4Rg3jUNC6u5HZ3N+SKCLxBTAfZgq70rl5fAu9Gl+lkCQ5rMkaJZNcm4P66ETHH66xR2gOZ0OndVnSlV3gYEJbCg+zXlsBvP0sSVHYkYcsUOA+Feki2ZdagXJyVZDCs2m9uJ8/O1NQQDD3PPFvtOpE6egqr5tTYX2vVFk1gTqLzHTWSo4JCk6r2LqeqYRpmXjLrvIbr9T4A/SPoGZmV3Ap365tlggKIY/2xPKvtoKgdk/JecYXceOlnbkRu0nun9jxJJvZXKCgnzXEPZUubMtDCSl4TlzGH7vQuJfGm+qdrt66TQbqpbe4XwsO+dNtbVQaJ21Zhd07QffE0m5OOQ3oG1clI9GrE2A5Xu/iXKTSuzW5QIXEHUASZNZhNDxd8zaKuhSkA9zmFQM8++WDXKoldkLqKhk04aUJnao1NyBNltTnvv6jF8cTNn9ZPzwxdyEngVaSuBZl8au/8Z/xSFx8pG41wgMB9qTq76DnHFcEnQj57Bj1tb0wMXl+20J+hAe/qecX3Va9qGyzhuQY8Zle1uCvLF4D4w3h0szRKkzR6OeHBlvnqoa351NbjWlXHmbtxfKW7tQzP+N8K3WWJGJoOCZLz5E5t/s1hBfVb4QRud05Y7HZOeoY7I8vnwMexeg0nrwyWguZ4z7Y6aCiVkv3ymhN2p6a6T3wlfxkAOIT1h4PNeHkazfo8Wavosdy2HvC4lzWgJbV+VHzaxf+jdLXr+WexBwOj5e8z3ag241G1zelmSXQbvfp6kqja2aUG/1IWIp0zccexGLzHLpcpnSpfvvWUcy/75bZWWNuTmBI9d9MUQMnOw4bO9YOCgQAgxqsWIKoM1FY5Ype4sZ7UNOBZqKmftpeClkPM9PPnigFHYsmZS8dWSK82qld6VidQTlsVTQqNbllKb7pyehY5u5gHO0iPtvo4E6yWR91NnnIppAJC+GC5n3IUbi27P6Qe+0tat5ANV4Ei5a4K1LG6KXwzxEkblIUc1G8q1rJe3Sn+oXd2Y8Yusmlo7OTZwMVe0r2zl5KEQX0NEkqH4KzPQzSzwaaFNxek/laLrpygbgjE8v7RtC1LTUs2wB80+aAA4BPmS49YL4JGpDPIUjdBcawqDudebf4Q+HG7EOSOap2x1YLMMrcRu88gI5GNnMyDynZec7CAnmOGLBgfep0qMkAm20qBo18JuifVeOCS8YhxVnr2+IrbUHjxvhghW6SPCh8pyH65ceMumVTSSyqpgiVbFXIpScWOmsDyEj1InJR2xOptsrkv6bXf03s11QL41fYgU5DNJS9FuxvzbWjTajYgTq+pMrEe0wi6J1V70Fy1LjKw2+lQKSjGB27XxEA6U+KWi4mdPPWYVV0ZXo6sGisrUj8CaFQhLcFcyKZ72RIE34fr6Yn1+F7Dfh8kLUjOk4rN1Pv7g5otTeoPIMldrVZUUA6Y9VTtHUtWhNn5ymhT1QKa7ieS75UVF1gN6byza3fHpXXtryZ2e+quVRUluEDy321LXnuexOC41Vi7zH41FO+X3pW7W3L+2QU+AnQkFdWf8eu4NfaoZPbLCzoXHAtZr6ZRGaEwjoeGC0qxwuWlGNlPNPDz0ylcb+HhfaX3k8wkfZOVq3JpHuhW1FWTQwPe9b4Oqty2XxdTpjwcrsZnIw9B2joHemHrgVLfE6cJ1c0val7HRrm7DUp/Mv1hllYgp9+wumGQlRxTRy4FLsFfcdrTALBAfs1LS+4GIqUSNYOdPOvHxO1S21HXk/FE8OEu6fzsV1BqSR3elaZrvJ+0M1c603gPySwtNC6X59IfM7K55nWqoZ4GWQ8y++V2ZrV5oxP7LHUc+ZVci8qi9aONY+pWBMr8p92xtlPpd5KMyEQh4igbOw+6LK42jqnXGN1wMhYh7IeZR6NuM9LBRFbmbmuG+jujpEXNL6T7mHztidxVS6dZ0xuU0bO6XThVbT8LNfUC4FntYrIAB+mPb/iFsQsbsPrkWd8T2TgLvGIxbTDZzfH/ximftthhLSRHg5ttTgFpT85+qrjpf68mQQEWHh3kz1PC3Uy3KBsGj0vQ+72voQTX+N8CR6JCJb0AOj7YhkST1wG0zCIgO/DBkp7UrUI//fG6UxnfaL01h+lPzu9rTpHsOQdGkJ6FslsNWU/siiiFsXn9elCV2+tYixwZt6zKxZtZv/QLO6Yr6Sr6nvSk2vBeZHAaDEOo0kjid6lkwXgqm5NkxMznEiRJF/xlgAGyw9FYv04e9193s4aqGnym2+c6EZPrbQtKJs9QF2o7WMAgqrASWA1JT762HKOu/pk5a42VJLNfru10q2W+mohUUPN1+2aktin3dgQMBqSyXbIqn1FHfenKK7hnqCyoGwYZ/FXTo1Hz1dHNUHBhhjXAoX7Uzi4LpEFsF8vas51Byb926NaZYShX6yUN82EAUZRYzdqv73/SsGapqJwj3zPsthfa5LW3bj71PJl5ZW+D55PFl1G3gS7311oMsq/U028mLQEGy54RdIWNWoAaZsNOtpQA3NBykzMhIJIF4URZkydZGU1n/K6tu1hjqLizuN7UOm52iFnRLrb1142QeEhkfXWJmcZOuLA0q8iga+tO5W7gdExbXN0y/Sf99oydeuJRfz/qMjJFq+FNZ1yOvc/Q81emnetGJartjw/LThqkmaD9bAz7Z5AYzPZon/QreV5P88SbM3YZk15AlUHerhAMzrBMAHgDoGcN6OXtt7tx52pJKw6QzAdZncJrbdd0VBSFajwZC1TT6DEG9LQwUU31OdTSIBdkp6eYw4N187R1nSg59gvNaMQF3exXmbVYZ30hhdp1Ej0s9h5Ifk9gs+6juNXBOczF5KG2NCWwkyYM8nbttmaqXydT9qTUP11ZX0D7im9xiLkMAzgEmzCSsGzjswaaVnxmGsop2k80wWmt4cao5BAzXycVN1UPiCDUrAKpgzyqBF1L0Lh3ucnT9mqlLby2dbKQ/qFbE5fJA5cSBPnPqCOloBGDdLMNY/WQgbFqk1/dhj0SlLR88zO2Yma6aaMiSMzRSXTf5HJqE2p70lc31YtporDKtZad1dwE4VoH9cUa81n6jJe4F7aUnOG5EeKOrEzit1UQ2GW1/qZd2EgaWBAzkHylB3L3Us54xKMV5Uy75EQ5S2r9FZSlbLGFFOmaXpMIWRG6JXMrFEB29aNlF46HS05nGk9GD/6Dka6D6EzakG49caY1262YVAbnENFg/aK877lViWI3bl4mvn70qsssgT1b4kon0MYMObCics56vMvXlKFCyzTIhpsWZvp6gbOk8lMGeUnyDPfFn9o9q9s3C2wc3bSel5MSaufZVD90urBlOq6UBz6iG0dnEWXM664QQpzOmDgT80gRpwqw9UP3pA0xEvKgZEkobV59BQBE7ywzr5MVb5IF3eWcmTlet0M10IALL3p/9id+XtWpXU4gLdrHZba6bBUq0I/q09AqNKfnpn2ow/tyqN27IvXDH/jX2dt2zfZhtaCQ063ozCLCBsTAVzx6yAtQuEPMMV1CONwkVfOgLKS3PHPs5bK85awRiTkiV7fxAtYXCiBk+ePPk476TdlOhPqobKs8p32TLKJEkxyFhSR+kAvdtErfYLf8bVN2W+N+HKxU9FR0yGgqq7sveN1XfCXsXjHm1PrecmGy3nxwAtPRsVMXF1XdC9LV4Oet89K6WqC2J0N14yFzlRXlQwfAQOK0SDHLcSoDa0DT0vL0I+1/zEDyQozX4fC6oGTBSeMcWSBvy7pIkzfjpj9SPQ/DvJYLELSLiHTDu+phrwk7OFlf/J22AiQYRDPP1a3yy8n2L8Bn7ASLRjTHthtEoV4AQHkVSGgPF9201MJpA7KSZwLO5rneAN9qmr8Kp1UUqpIYECzSKE2uc7u05Zxjknk1dJz6RLHwMlGoZXD1n4/KmJUytQlV3BJ7TcZQ8lT6ceZ1ogt3mhwncrTSpGFljIY0ni5Azy0llrRCQuE+++wKwWuZlFMqFTHvhhqXKOY80t/2NAnbbW/QeWaXNH6P65MpuV1pe3cFCpqhApaQnlQC/GUAt5Gcm6o/N3GCvJqsEgZpH9z6GubC8/366GKdzyVPN7Io7wMxdHDjc+5d2JLAoAlDDXtcrY30858HxifzDgYhvp0OWd9FNhmGAzrRVtym/FMAv8kx8uHqoh6ZiZPvHjtGRQktahCkrUqVkjzuNLUFuNDJ2KPSi0YGbpPDA12vl70nbDMvBDYI/GxeSuhGMmjqidcQB+BDXG/Be0E3hwdVldq8D4LEubvbLeN5ZpeE/ASq3YhPRA3L9wTASWv2uWma6rEsMAiqaRPsBrmVBM5xMuoy08qcumSHazW8rEoEJWlodun3HX2uD8DrmaZ0a+E8J6OEbCzqZ7DbzRQniAKpONT72oZfqrOrHe6zQAi02wJc4Pluh9IcVNKGV0iIYA6QTpPun3hQeBTBa8/eoDUkeKi1Ga758pXfSX74DuR98Hpx7+p/NeloOaZiZNTOtSZycbpIx3UJDtbqXHsG5QBTcCB0dfH6LZLdlVhrZ1f8wv7XGrxIuLaueOrXJPBqb1k2FM54qbm8U10u5gOJ1Op5qR5APdRKe0QQ1NzUktDmq7UcV5u7Sap0ClLBANJNEY/3AQM4RiABz2ue59Io9mxQ53qoAAtqFTGbyekHJul7IOGdjs1q4GLTeMFpIXacDFWLJXc/rV+Q8UA8vDDfkoWKBHIgeyCFV1tO0sjanvT+0/6kcFhMC9EepbO+BIejds/whcKQJEwtN4JB4u9LdZctqD3cxff/UjEgSH/o86RlWrrq9laX+uPEUZrcLdTB+3xA9IVu4RkwyA4H0LVithOQoMrunBJQgjYT1Q7FE0tupb98M1nasgvT6vO6Cp2Ns/BCtRkcr3RweZ1Ubhvr0Q0tLYHuJ3a3kkbYQcfCWl08UbVTB1A3moejepfXJ0shnkSmvXGxnLRpKmlZXO27rggtY2LoM2Zz1dIVNu5srlNPfXwj+1VBKLI8ICJy0ohIN3K9uZ2c5TzJjskQQ/GlejRVq4lqv+Rry87Y0NkuHCcD7rmdNq9mWnvhquSVo0PqjpW54Gqb0FRhWgYkDukTvEuXPySRzvK8/1Mt7u0kz9oxUS4cmeukQG0cuEmN4whOZTnzwUq9HQ+j/qrKvUTByYH8O7vet1vJkLW4cOyDX7gRBsnTSmuEurXiWQ3nol2xTeR7U5IvAiwR7ekKbu4/v2h0EkXTOglK73+t+Cr1Y8epmqFy62C3qdbvLOfI17x++LYdgiKSePDTst60S5Kxvicn4Enj/d509zS183pHPvTMZACnjUT6Hhjbu7ucwAFMLVgX9xtVm3cC0ii2sr4YJQu62FWWaASDilUf9prQR+17JPtF0MMck/LSlgCeFybsrlqo7YlQMi5Kx5nO4yMPPQ+cqryHG/MaISqAAAIiMlXN1D18zwPTnQOAZABeso01Q/3skl5JgNGR+e8B6IlRecR7zpLpr+qa3XTn2E9DXV3n7IhY97GnzZBZdQJm7Z4mGfslnsGSfecTnIXPMiyuN3o4saFoWEZPMgkF7fFegABiictXInv2kbrykqrqcWF7ViI3WIdLaaqRrmjQqJcVgG8eVMJJfrh6wloQhxtp0yIJXBH+l2rR9aSoegxyNfIpbC0DYy1GrEvdjIqiZ9a8CXWwy6vLJxfL8UJSu7ExagADPHh+pUHBaawf9bOrt3hIFlCUXuGrJPmrtLWmdru1RCf94YKeWRIgDC28QqskwKF1p5YrkJZU3xMhSx9WGNvwICvDX84px/tubbGlpKV3l3wa9LIksdw9XG1TDW3Ahd3sXwI7hXqTl+V5pIS8Xm6hCcfMegDKRnmAwg0l8JvkIoVRsgSleCSCSEhvqxsNshZvLXTUmRovAmow6dd69bcsA47iMBtRGQQlW2t+VoeUhCsV9swLKctNLYJX3i3sDu0D/EHUmDKTPLVgAeoe/ZarzDhks18qcPmaperFr5KUTT1Z0sZZLTHR4+pd2L0WjutLxX938qMfAEs2TEvISsgAbj73Wru+RH1P1BJtptcmIA3AAnkoG+Kfi81NWKfMLtQ5JBPXeiJyY7xpO/GsvifzoXRETkOh6FumUF0Bor5q1DALl6pMArzCI739SvhyX+UkpFpIbloV02RmjYNS00voqF1JIjoYzLsqYvY8w92fzIJ9cHzSm8rA9VfjvtdeWG3M1LbD0pBvHZTSOBW6Dt6oDX2c+T4+HFdTaNyiC2siZltRA86QUjbqsRU5Xi2P1FqHhaLkuNnAlIVv7PrptmKbSQb4ToQd6mvLV/BmDcvkB6V+1mKQCtlbyOKQLVmyqdy7WqwIh0HCKytN3aRoCy/Rig6SGiKBs9VYJNA0JgJBmTQkp+abRQUGOe+3sRvgB3tERCKR9ShAdnvTLZLIQbimmlhBM6mf9dy5lQoK17hwoqiqD3CwetxwX9RtHcAAVLrTSDdfLOWlCRxuxX3aSdz193gLnLJHnVG6UOpp+95Wu4ECX5Oz5vrLB8ZNiwg84/YiYSG9k1Xq1bu+4yUNrq3OBrscPUzndv1eIt02dsOal6x4pX2YIUHu6p64AxcXYl2+GsAjqs+h3VDchquf9RSJMVhuOdRzSgHlw/JUTFrYDSEWr5HjS165CsBhoLczCeEqt/zmIoFGigQMl1Cv7aDwulxDSON9MavSTzeLGHY9QDt/9PAg0uvnGCKJ3H+uSJ5uLLY7LNnRK0OwMmu5L7pa0ToB2dNtkIm2tYXrJV8oTvrqRp200s/Yk375RCnvwo7VSVqlAIlKdjL+lsXAcfw0MhSy6P+qDpp7skxv8PbNt6UtTBGUNK+XIQBwcnKpbRea4jGIsmkrCZ5s8QP4GoXsnWFbb4bJ3dSwBqAhFm3shhzs9IcE7CpqqgLGo4X+nuc+T2pgxbD8PsBRJQTwaKXdHrIN5l7hAnqAPIDQcjHVQL3xiZYLrTtPnOR51p4IfaHOrFdfdQvR01GDFCek8gkZY8Ytx4dWGEJmNFUiCbYaSyz6pKlyp6UL8svhu0XMPijGSieQjfUCuA5ArJbIWgZEyeQLH2LqtpYILeeJurkcvTq3MJb6YSFygXd/c31B9msF8NLjvtyTKExSBj+lKjTEqqC2JxEQ+8tchf5ELqXL4KS/aJ2uEeDw9ZQGlIVLABdcNtJJEiJ9e95xC6nlM9aS/MZmhFXEwA5X01NsWpNba4fb6B6VdD4CIExUfh2AgfD8WTNqnUHLJ3SWgzYOSFZ8b2lDce1UHlXWFhm9gR/wvpJlRhuZklIPogE9fN20PtNxcxNbuXMWQNELlYY+pHPKK2GQC/w2RFh/hG+Qkx+NqH08z/Igeg0gxorCjUXbMkmb2DImVWRWP/95VJxckcjkbsaNxTqQrJPMmtY0keqRhYT/g4y6nhO16cLaaHuat8gqrPjZWqYEVGyQCY5x4Y4ZZKMaJBndbX9AOq/98SwtsQ2NPOvJCFozyQcgKt65nK3Qbs2tica5pcQMt0vxLm8QZRUIOW0vsZB9+TZr+cqtIeJ/kHwrMDMq3P1xa40DEnnzYaqsqMFOBtIC7nOIYhsRriiZlljHj09bUi/D7UDNkE1T5NQvhs/7k36b3I3k61tGlU4x1g40ltI7GtCDMBjFrbY9/U39rOeYEvs1YzLys54XduFwELeeYhIC6HGEfxpVGEoLCa3kEwWoqXPS3etpfVQt/WQlqA7ft046nmIAkRqAm3ZFliIjL7ax8ILOxhvqe+LXRVgi6aXAN6elkrt1YtsGHMK8MKn03iULiQY6xWlfGUJ/LdCydy0rRUMoD9MOmC0iRjpyOXk5N3j4AbwvQMv4FOhjFh8L0bM6IFhtXyZ5U/Wjmh5S003pVM68l/qqSQEtBxf+1MG/J5IMkKKqMMd3e/DqcyfdT4n6k9FpzxwUZBm9bowTx04WsUKveAXY+loTEAIOG68BKNcNOpBVfP1o2LuaIKE/O2aY3G7VxgcggPcltJMYZKoEL5PokAj0qAs53TWzVcNz+tGMQVa3RBqp8k+w6HQuSsCzIj+vXQlILvcSLDzXT7fhlVb0Mct6rr3LNkt/Ivt1ImSHeiVgacmUFE1JyCppXssbJEPuj8xlUstfSjI2rviaA1tmv3zDonjQ62CaDxIJHKc+3krwOeWOzWVSK3OXFFU/Jret3XoKbzKpHKMn042O52KQWbgBQLyZmLdLv5u9AeCBLf2tLFe9YwhXPxpWfL9Vazg0FCHVXjf/OQwI8XNqaTrPpZ00xQ18Le/sr5tq2K0szob9uoPSh5/PtDnN+vgJJArjhf0kbYMPhNour773nBoMjFntlUcWSqmaR3GHhuXH/KynujneOMLS00n3ZqljXiq46hVuV9M22zG1Y1KFj5TBNWL9wXFndSYHH6Lk9FGGqhSaUQQhqD3fVLdtdYFSz2ccUEHtSiEbw8xGtztqoXomDQK2fRxzGmiug+Y6uZBKd/VMtSJ1fgq3mE82lXfbrY5d2iEWjDtRPaV++KlMCk9o1UnjPEnuYP4TplrRvF4mK8lYv+I1FiqrIxP1Yj8LOBKTRkE7A5ZOqYE+Knr62NRhDt5/bQq83Wi1ZHweikQVTFda+YsaoqzK8hK2CeAg1BPMj3GOtvJI2VrwJfVEyVE3qmcwgNKGJTQ/LwiS5nobDBzUHgafT7UrNZ7b3FUC7v8GQMxY64K3gY0TFc94bRwbyZuJFkroOxH4PWWoFR23j0rSk7PbLABwsvtJJOSyHFs9pEd8wiv1UlYjYIW6Td5GbMyXwzbt3IvPLk8//rfeott9UX+0r2dvA5lh3a6DIbcix6ZQl+u1Yqfn6YkkqS4f/d/YOOrENCefz4O09qqx9N+LNBj7i0z2vh7OOyZe4U1JZ7rVOa+TPKWsTTIYDnHyOo7waw/GNNU5e5Jp4+o5NceTXm3iIvj4VjIu2kmL7plM4y2A+Z9bylgZU5XYSKgAN3leaJ3YKQ1y1letK1KDBAijnK4sAQgSy/ohWo5AHWzN1wq5xm0lX3TF/wUA04FZbzsMtAF3CSD0N9gPIMCVeBDDp70DO0u+oMPReM6eFI8hJbd9uzrhElh6Nh1lOniKr+vz3fPRDY5sEHjjLE80bN+ELzgmTrKHCe/94+aUKQ81MINk8nSznwcQugQxKybzeiZph4v1JEpcSvQaJPhT2AX0Vde3HDhyspgBMuuKCwx6MDLJ/s92aeeF9i7lc+gCs0EHpnlYeGwUqONSP/bB42PeBsrzj/JtV01OO2BVFxoTa5CIOHVEH1N43scnSqa+RJuIshM1Q48j/D0MssocWasDmIPua8ctdAkc7gEUjj/umCOA5AhIyeQSONjP96YQoKfc4tHfXv5Fd+EecCxutoqnpTPIzih3+hsOZHJftAFJaOl+bsTGxz1o5fumLbkoBCtx52IkGWPXxOqRBBBIJK5H7Dkn+fmk3EnQfpycuycu5PSX7aOO15wZRWqNzH4Eyfs1PBcl3X07SzRHNloGTKDJflcTeMnzZ/6QU1z/WlPaHCJIdbEj/0eIGMiEfW0Dvo0VAvhD87YTihaDzBq6jMmJrIvxUTBDdqE+SvSsOgr0e0SIjIzI2AEsrAOwFsYyCXp7dgdSWpee/MW0Pi4CvzP6mIkggQ9KN08U+Bsh20TelslumP4D2d0qb9PFtdZWAKny5monYTJJMrvyVg2SleLZcleSvrCQ3mG+Wy327GZS6FQ/2sekWephgGKrTWzbAIm1ikcifiqJUNllx8fGxWJV4O1mOU56bqu9Akh7IhooEgFOUAowoM8cr6PMpQZTw0SCxB24IKGXFh0WuHJ35NdWGm6XGbTPLtVMM3EO+l1lLsH4DBF6NqVuFgJiTSAI+fIoMqbr9G9LGvWldP5m7lwK9tLbIM/sdUEfM5D5T5FctaZAYO9nkW/L8cxEHz+uHmtcAy55Y86Nd2GBHIWd0cfKDxZEXpD8ggOPuTC5cjEzHmn60F7yvDC2ohjvO10TR9hl7oHEHrjYBGlTPuauKEMn4Ii4mePgJs/2dWJXNwkS/yRMOpNV0OSUFIz7SbBr6wkfwsEoNpCT394RLVrgUj/OO7vc9Ee0HnelPoIDXsWO7dlpm1wJtn+SnyZKutDpztA+JtXg6aoVa/ZJNzVfY4Zoq2lW9AiZcGqyz3qg9kydgHjwi7v8tuxQfod1stfcPKd1meTiLD6B65HoOoQDKGwCPiCJ3zCFuk5W/+zX9F2yDS64d51yx9vzWhJ9u/BmjM0TuOa27ADwu1bczwMPZy5vdpq+7WNS5y1TRy5+sF0noIjv6BHyc0aH00Mm9mQA2DVx+Ifos9bpztFhdvn1UVfwVtvvDmYBdoZCmdlkfmS+LWWQn0+naidS9d5g0szQpSeDoCGy9/Wtw+5WYqrBJ5P4wGX+oqkTcPoYUHZVWdOU9iRV8mfpB41nXmrxrhtIkpUycIhk5qpFJlWFLgMTjTu8erznvv5cl5Lbe9I/rY8bvH190V3mEiDA05+m7BpcAq7LAc/PjTZ53k9Lv5uGZIfF1IBSR4cbf3QmIr223Zyfjh6YO4L1/L98bRJeyd7VBEpG6irapx8dTkZ3vByWfNABzvN2YzU5hOjv5gEkctoxSE9BYorM86x/ImRi1MgB5iOl1LjpQDsTBrktSwHSYBl71/3WAipSeDgOyAqmc0qkVwCzITDphuV2SLUk7CSzXwOxKEdWgJP/nGWa6v4A6LkJBhdkKVIi/RzgtyFTlq+DlK5zMax+uNJ0mixfqVNBFwdSaTSp2xAA2PDIOCHSHzjA/qm4Z79tE/b040I9UX/j+cOG6G8V3tysYiufbx4gcLGxbUHA26H0d3VyFxbMCK61aeckBXfoSbmxAennjqNlg1K14KU/joBt8LW2n8RJTAYpIB4ms0X1JZzMAA6dTuV22IWf/7vFdzv7dSIeveuF+ozFHdHV38SDEKwQwr+iI3xdaADYd6zTIcD+f7MKHG7d/dUbVptXBqkfF5pdh2tH3YkRB/B88btFCRLeS5rjSAgSO4ozG3B/+ie5tttsiCaDC/Xkw7bfnZflFh7l2gOIIUg0r5WcjkHpuft4c7npjeQiUlFK+LfGbYmi7yRIwPNbAIRWwT8uCO4jlatXQgudx+zFcMytf3/X9Xc6NrHDmNSu6TmnbtlA4RJ8x1wtWVEpVqqACZoR1INwRRMFThZrB4mBVdpNB2jo0JOqtg4AZoSiVTyxYIhcF+UWE8h0nSDnvPMSwOGJ7cLURkkaHCMWKrjQOlkNeq1MWfNi7QKE5j3hKpjYjAjDLwA8JH8W1N6bSqmo3TiQhi49sWsjmryxpVCYHE4S5CXvChBxepu3J/rwWKzKXxmRMi/dlgp03k49CaqD50VV+S4Q+Xjusj0oD8AGJdRVD+TJj/YZ821YcJj50miDDj1x6yKefXTJ2s8yBOmPMGnx+8lJqgUFefzXVuIVUN7hh1YHkj9d3LUqfry9fQlcYJ28/eRJM3PZzv6l8BKOBdo5OADP53FBDKMTC+a+O9vqg0cUEjd44StCl/tJRVgEC9sKrvxcvSJYAkWUxfHdP8289w1KKRzGhwHMNofTD6aqM+2KRumV9vxjErE7dT/Hn54hi+X6Be8dxs0nAF7Vbu+f/f3v638M5kyUevuPWgkr6Y3yvHuXC0LuPX5Y4wYeSDbgZUr7wEq0FtGeivU+HUAsuBvU47O/t+ol/kGtLhr3Gtp7MqsKHAC9durjMjghUQjPJ8f9LcBx0GaW/tEK/y+Yr06vbQl4du/Dtvi03/U4SXrStAVVIyseDKLV1lUCQWp6Us8SP7WRqlnzIfBqsjv2tkenDsx2rwfeCgvp7tzh8+9vPU5SaP+sfh3hZT7bEmFrRbZ+zIzfpLSVBUOijGMa4s9c8B9d7XONSO0I2VfRVLa2UEPP+F8NcZ2+lhq7QdFce00BkIxsANorZgrStLFPHx+4emRvHMBMeJ6QDJpJRAacH6sfcOvmQZtuQTRIpTs2EnxLy9gk3Yld4PYCCOBDHwmvxpze5/u4IdOVHR70H1F3tbXjohikS99fg6gFFy461XApnk5SJj1yQLI7Uiswcx5CAZJ9iIm7iut36olXHXaf3SYKAuklI8914EK6/CUATlqB89oIpj+xymsjFpw++ukf+yG3uzpJ5exqNgVkoeeUcEAaKsy1YGN22TEbl1gXnALqUN0aw97bL+I7nMDJr4Lf+TipHpPCEeL0DouxITBwSe4VbksFhZboxFbueEZmyex4CJLFyg0Xz0vHMeh8nFTzGR+pSFgNbiVWlkOGaji4HICDOyV09Xwa6JsvQAD2SH0UIktIdR2cyU/f+Q3v1n53m4yVtPp0KiiXKlxF5j+dDlXkyb3keljYifHxgOAXnHjE4ewfP8l8lYWQz6393M6D4xaOgwHNK96ngSPRhYkfQummZvj2TXQzdRsU7pGDN31kxMwmMxjT+Tg5zy5skfikCRq5qRlI/fAKBZjRMRDM+9LxkNdnDv6YxKpP5ne2A1SmLHxtq+wfKJRnOlBFUo/LsrHNCFKzGtdWVZ/T/8Pgtsctif+uW/+NEMLqfpw0j4leL6lUyZmzQ6pAngyeZQHbhfMpBHDBlrvxgNkj2z14HLwj9wuQmshqhHr+yUIq5K/n74OXxkut66z/qIA1G47BguexMrczGqQFrzoe9i8hT0bcxn0frLJIWtfJ6kttT6K9+1j84ki8bE+v8MUP0ivvUCnDUMB26yyLM5ZYmPwZV3c9SQU4/NM+hz7uLTmCgGh95ftefyrGCto74lHXEzjiy/xnPnTn4QP1iQMpmskOLZB4hg20zykrxX5dI4nygWiVq5ymZtUPtk5no2tCBd2Pk4qehFC8nO8FnUurAEUvALs3AyxCWZqZIeAowF6scJBSNLOtoftxUtETyxDwiGHZt1lxE91vrSK2IVGQDZGpcQVz3bsoxtE13ETNJJNFV92Pk+rN53uA1d2NdcXwg5LlU+M0k4ePao3lpshbgS7s4tjJbweQiOSzvCHkgcw2/xP1WfGAEPda7TbacqjsyQMo9daNH7T5hWtfrYoPp+lKd+oXUa6lHEB2Ao0DBrbEo7gCTla4SpzYSSDgGocwm3eRvUk/VVVPftoTadUS4HudUoIgSH4cNt5PVFZCMqxeEiGLSfBgtOgRrSatmabRtQNeAcs9Gaw/l1QV1GXy0xoaapo72U+7EBEuDaPvKsbRKrMtfaIrKYCnbonXOpkLSWD5QEjc9wCkNFm/lOTlL7efjG8XzO4aZVrFvWsV8GLkrS2mH9ZigsdD/YVibrmt9WRQfbS1FHDjP6S/lgSZa8B+LU84kPK3U8rEnp5e0ZCr8Wm65HN7g16nwjU0I04OkBiyNkB2EVbRcEpxwQP4QfIj3EtrORgteoSp4GauOnEG1YOanvxg8nx3Zay02y+9yVlkATbMiXjeAyzsxFNd6IFCWiCiq4yjAfsJ3qtygbKz3Dmq06ZfsAan3s1+dTGq1OM4JLHvrBeATGLS5wTJtcRdOcz5lWfvCCEedtRZqHHVabvJC8jWFDk4Rwk2GKQhLgni4pzOBTfkIi1vxlMATNc7MbA7UO7qxaHf8dvXYtqIxEb1kSHMmfqiyFJsr7FHlC4TPyujw+0kh3PcfkOufCR70VTEpit9dubI9EUmAZk58sOt0zW9HwN4H3jwygqPMbC73E4yaOhJXfOsdDML9Rswd2tLERwDQd4jd2ADyT0lqcPFZn9X/17s/dGtF0/VnnrHD+qLNWCsH01jUnuCO1a6dyUfdXa4nKg300VYnyfAdrJwLxqXUh4JeeBk/EJD47cbA9srNKUKyhK9OdipVcLt9GSp6nRiDQDoFS4lA8hWiQA4WcFVmWrvfp6y1d+5CY2cEwCOyvhXyHqG1ffOfaEM80ewrYb5N93bn86VfWvvE11JREHalFpwNB/5G7UJXIg14eV1WZtIkh6SWZopEGozGJqa6s0t+IKOXPCZh4e9O678ojwbc6edz6iatKQixsCpKQ05S53aJVZi00qqqe4WxILZVrZwI5XR1zvKQ31cPxq5c1MoOpFOK9cN9NI5EppJkhtWmGmlQdH3vC9tbCwvCAUCZLRimuY7gBTf6kiKmtLUBw0JmzMohpqrW0cFRcdbx2mbc+j5Bcz+QJciCYADy3TZfNWPPqgem6hXFzLcampcGep7kn2RStv3Mnn6FXGq+DNNKrNQuQ2ea6OYwGNsGTRT1dvsfxXA6dHtOEmhcUwigNWgFJpVKzlMtk67Krdh8JEYkOSKjwEuWCKyQ7jfO8rzHxurvBsDu+ken8JKzv03IRusXMvSMaIHRYQtbU3GbZAYU09A9G5TX/EwglQn35hzHaCpJ7pFomxFNlz+6X9lKXOIT06o7+FyLe2VZpF62sEOz69i2Dj5qbu/+F7xwXfd9eNzOuL0ad6mniQnQMmdTiU8XniLyT97knlA6GpM/ppeJ1nsIac5VUvZq5844oDoj4cd+MoFqOQz6rrTwPFBRaxuoMvuIdB/04ip2DvtdP55gEVmb3EOAlxDlzs2UOduimYZNOHCdtKOKhEumbbseWhTEQnegK+Dl92Z/TRmoIiENCwsnxxZPzlg9WEPZHcGti5LN7opiRWs10W5SQ9Oiin053Gy15g183zR1hw+Rnh3BOEKhgmiw4cSeTF1SkcGtixUWg2BfoQNHF49LxalwzNO8Z/jrArHe550F9aSUQkf5XBkWpL0MsG3YYne2grt58kSKTLDVkg1+iqM7bxjvrwb2HbJbjV2HqXcsaFDjgB5/If+WyKGW7Kx5WVoR5wXTp18s0s68ws0mBMobNXaeo9nFUkYWmv2brEnDS+lC3kq9uy/+ewaffes94UmbEXXEAm7Nk0KW+bLG8f6maCSAgI9riHlXVDAClf97P1I3UgXrX8GBjbQaZ2UeRjZ5/ZY/pV4KEs3dt2qGHw3ZNlxmgqDG2aLfT0QMinoTNCh41bVOOsgVxMU76nMl4kD25AQHlMdYS+dlurVrbkxNQ8EP/8FPrbOxsCZn+04aeh4Zqm1jHdZSz/Xlg3ZFpphGyF2UPgwrrptZy/qyX+yD7+oX+7YnAkasXq3MoXR+a3U/JIspLBJz9UUT8gJzAFOkO5hEvpM/SxufrpvlOLUNq0S2meXiOp2ETe7NkeeEazNHpunUJAmB9IT3gMLrFWTKRqaI3no0gnSxjX2RLfv86XQiHxcggpNbL1TWYGflh33TMqd2YjB4ZZpCujXtszKJZ3gDBKdm6X3YpM+Vp8xQ2Zt0PYoEpsUATgfAxTbnmkKSHJH/Njee/ceuHfWXR5KJs8OW10q4mJC7tFrqyJHjxr6uJf98nUxfQz0ccF/tHnlFSTcO+mogd3tzph288WKKAnU8FQLRQqAN8AcSkmCCH0mHJi3rJOcQNSqgV1uSVNPBtka/Q/FCGNZ/mkyS6spyD2SWawrcTFYYUk7R6Z6SQDCS93QnPF20jy7diMgl1BKodDsuvrCu5OnEGDHaT1pXhuAoT0xGzwVN2/u8BbAfKXzcZIKhTb15LnBFSDa72CCxjd+2zGgO9JbGHefzNKKzMzACXl7N8+4F7OT/Fzpejvptk6S5ok3isEWyQeIYFnnnCjoJZtWTKzlUuL0xNkG2CAVQvdWTErQaWFH73w7SQvoskPU3yg9BtvLoTHA27YREoA5EdMov0B9LJIcux4n2ezqsnfVg5s8M0EWyI6RGGo+gsx+bZkOOvYBZouf/NLs8/7Z2LFAp/PkTbFbH1nxJXr0gLtNMpl9TO4byM+GJ/Bum1zm0zf/uSXhf4FPrXezDwUgk0Fp7IkLIKy9v1qbwk6e5n5mx4DSus2V56PcB/B+JHygYIJIGnhm2P120ulkBODtQcNIr1WQ15KgwAyzcZOpaJNIJrgEb5gmiNKPYUnA6qpLvrROKvOFmiLRKyze0nlS/SXmoLc2Kync7PD7ki+jbEyZun1GMFHq7Z9Wr4rgTKx4gPKJVQDdkbKNgSoo+49QEOL/dQiHlAjJAaM0xHVM/27X091hCyfuJChchMbZ9RLQsouItIUpmN/kuLmar3kF9LFQQNBUaQG66JhmU6KpWMv4D/DtvP1BScshSyd1wIqJZmtjOr/z3rvuFo5o8GFYC0096WmNGq9EoDVm0vvTH0YKhx6Gn5aU+2u0zNWPYGT6dwtOe3u9w8OjCG5jd9bAzqFpsxtEtSkSgrydfl+nXGqUxmvomQJhnn5Mx3NjmTgoyQPp2xmIXTKroh4S/sk3qmaXV3x1859HxIm0E0Di/zKIl4Tboj1pLOtkmTzkX/UGSLvz7SSH+hyRz0cAekf/51eXY4vNcpYTAGtkg7cWLEevcOjltbHyt3beefcv8xXegc0z3E4miYx5A73L+RpQcUyHwMDDbL+Jc0TpVuH/dQPv6mnHU8bOthiph3Ku0ez7jPsi47MQuxLRnYbZ5acpS+Hm5zpuEhkOip/BK8Z6jok+Tj9RzOrUF1uCFE1omF2Jc+T579x8ZjlSPw7fXUEliotM7UhS9cE2pLqd3whUKmEb//sfFb5zVt4JlVVkkFCH3l6rm7Mxzy+t4xinl/6yteJEGRXS02jRN2U8UsT5v+s/sCJ+dPcs2hopnJG0D8Zc7+HaZQapwQFKu4SCGD/tc5LdXzUpWjPedffdQohHIOL4C2dQ/sugCYNMDB4eNi6FKv34AMD2gbdr5Wi8rYUxM31OwpB8sp/hA8v2LN/4SwmwUkurz1X4S9DTCz0OVCpZYGhc6xxKuidbeQ43ef638T/z4WNnERQuYfVVn/0oEWt6pG6d2AALtyJG6f6+O9m6EgTOMVLMhTQEbFSf0YTPKCXFjU311nNn4Z0km3CTd52tQ/38mVJ4Ngs0edsvRSdyAzmtfvJZ6KWmMDJY0epZGo5XA2O3X+Us8lDp7bdhdn0s0dBp1u/1l4MMZNgS+jPFQJgmDaUDI2Xc1O/sJz/+ndgT8iw4fQ69+sZ6evae2u6ZSixM8dCYtlb2kD7eeG4YIncCDvj9Ww+L57WA0lmOk3Q+NS2tZLxuVETl6/ylcilOZAehRtftWAkgPF6DfC1uAGovvj3Osig++Un9SwLumZT/yq2tWmGpG/cy7zejQerWlrNFBIb8lmIwBCjhwt/pmdTHeT4ndlTEWXTJc2jYuyJpymRWgF2pE+TnP2KwiASxuR5DXIg2TOrjAVu4sKmU8ujLs9xOcmjiOqSXBG85Mpld3vfoxVk6VOKkgBRsiIvFSMfUF/eG/07dVMpP3zu6Di5Ch97LigFLqrIGnARLUTZwSi8CPaDlFBYIzzgX1fUwncGea1z3zwYNPRn8c/2U9Ul2K8Ic6MFQu2JKdsVeaTm9UxA8zaQ4PW7dEh+vE5JugQZ+fC+toO4LBVChsBURp0tLFy6X2xWv8qw0ytkTQggh/o9368AW67VFSMtpml2plElpdhVfzUpP0jJDgAEBnC5ZxbB4Hm9r8WSebXqatCY9fTKeURdQMq01Kb4KdIFefVQJ3oBs71KJ2PZxmZjKDCU9k/pouMta0fQaWdfsCkitzDeMSRw56KZtNZXkAQdG1YNCuy17qZ6vc1xgXt+B29/YvB2rt9U3T5Xy6exorAANPTlJJLRm1mEhPBs/mwBsSSYYtK/Dj4HTZD6pGKDXQ9vDsID3wcAUqAvWNr/nfv8+gZVIHHX3LFjRk6qT0U2elVclD4A/PcLyIEUGPSOBAI0AiKzsXIB2pB7PU06FUzo/zmVUrKH73kCXWGaRmL3W7Ol4ozKhBpVEWZnJEpexIdSlZDz+/pfl/HG83m0ddJ7jpKknVlLgTmnALMxxmoa5n1i3piDiYwhzo8JCzray2Dlv3X79Q3vDibiqHAm02uGthg6yRNPygSDNl10wiSTGthyBVmHWskX5WM5XeDbPES6dvUFTm5aggyxRalfQPigVnVacSnKopyrzO5BMFPs4Tm87EEJhmRwuZezs3rUAjSdjS95EoKO0PnwSmskAUq91a6mwgQVEnrlMcJV6RqUg4ay3ky4cU70YQqtCUWYASU8FHKWnnMeJkdbPkx/baA2sUMJCmiLzC7HkAvc8t5PGMz75tNbQK4aHpJQeAKJsNvQMNlbqQTAEQtayI0ICffb9rDRDpRSXfc7EOzGhMVcEdSrwLmAl2V+UWbCeRDYZHUIII0MiXluQfUwkuI/c0/f+21tCcs7bSXNPakq0kiah2yoXhvlBu5AqKzww/c74uybz2ls8fO8D4l3vvWUdXWE1zCo4MzSc8VgDgHnltuimPyQJMqiyoF6SPqBAtQmBj2HjyhNDbEce+bPDFIsOLc55O+mC1asWV3yxgQxqCABCeHdGm+hhh8m3Dt4WpgDtonAv0NZVjYAzwPlWVwpOD9etvFQKyyY26BXHVqqK+pVegXm9/oXNZ0L1llJKvai+s8vZiF0GpBfyiqgH/11aZFCXe3QE6qPG1Cx9GJvMl3KIBXgQYTKvD3XZqwBXuFuCqSJ0FmjE6vMG1cF72HLyO5NrkCfCAPJbYHIPxgXpG8xrtcx3P9/tpNvsqtoOPP2wKJxrxg4FeixFITyEPgd5jnle1CsyKeOcE74dFw5ViZxa6phBS/TKo9crmtiXwFur5i1rpoS4Kl4UQyF+bF8HRec0edzQk5eSZ5y6fjXBTX+op2uyrwFxwknJRdCI7T83iBE+AA8yJ7dicL7jpIkGGeld2CqvE6OmAOZGpJs8YwgVHBOgnbbSIzV3JR1jYVXeaOyKsA7QdDIm9Sx1VpLdfmE2ToN9zF1O9AA72bKA5Ass8EZ+lkiRas5urKTMjXMeJ01XZsPWdwHCIcbH9MvRJH0PWDtOjVsFNsnXOhpymm/C8/WASWlpnPM4aaRBZlfcoBCRm7YAFg/lv+My3mWbUWm42spzHOjfhc95Ht4JNK54Vz8GXlVkGph7axNmoxYpwqVADYNkZw2BrfgHjSqWyz6L4cQCNNJW0hR2faJDY/n2IEjHMSXwh4CAmAP0OHn5gVs4BNNRO+9x0khaat8OoxPPWWqMHQAM34LA1kHrd9Ikiz6H0yzDHODl/2/fmitp/0//lx/2OP9x0oVI5n9/8T3f5+TgvgqqcQAUPsPbvDvGDS2w/nKVh/y8JGNQgp/Qd7rzHiddsJWgIiyzCpMs+MOsrAHY9HKZGtBLKCSE8GBrYXy7OyxDYLe3qBKaKNz6e8fHdQkGDEh8jj4POC7oK8Ya2cjpjx6AHqVPu+YtaypYYmNmBg3OCg09eV86jf52MdyCdGP7mGFPEz+VjNVGSdbSJgmCGEDCaV8GXpbh9PFYKRW/qpRSKnxLS0udiXdiQiOVKCl0iZWYxuMZBnJcBawNIA6yUhPNDbuXag+v8myeP7Gi5gAwXP0+H87IOzGhSZYoeX4yLzt3/esBcEcmGIBrFmkDS8tLD7CtDPTxcHe50vPeTjrRhdfyO9zMLcRL89UvGI5IWfXGTuRa0jVvWal3TPDBTY+ZM9jhLULTGV+xQ/ul9yD7pRwgoSnEgNXzw6T0u9PDVQkD4QQ4OhWiJ8T9QtxKCHhlMzXdoaEn+Z5lpz+mQSGFNHCkKbhpaTpVRqd8Wwc9Hx6vmCzfBVffu3R4nOM48fWjoSeZ8nd94QZpQYKnGUM2AIrBMm9ohLFMjqp4sec+ThrxLo1DRSdukAYVzaoMsJayR+nhIXSmELBiLadqjcYLY5lMARCSzW/xIP9QB577OGnCVv7+f6efgZ8F7T9PxmEDUqMKGoT/vcmvXpLKDtaEpRCatxqGyDvjPP11xfEaMDEplec+TprGZPk6ebsolckvG22QRsYMr7WTm1YPwFJvcpgnO93I2AEGnMUObwJOoblV4Ok4a5qFTB0wKdz7kJswUalyA1C8Tqe9nVt8NA+dORV1npPjAM3niZ46gypNBq0ta2a+42cR2oAaDr0ApRk7PRvw7IWxeej0ZXmq8+L0LRikTmEWLgspVnWDTswws2mB5oeeEvMGhHIcbeWR7q17hLhnRfTu6t3buz+p5My65Dk09OSP9EPkKMrn/ryQIGUPBDpdtmSOSeWRbdBHRAxEQh54WeaFdlClUJGaKT8uFnkOaOL96hbm46B6R9knc0kvhyk4DughSVrlQ4azH/dgsWJaPygMZAbnJRHR2JP1ZKdy0wBhl270dg13uKJQGxipz+UBAeKK/zfVi0reywdy7Wx3KWdXaKBBphqGjlG6YyRYFBaFAldb7aAXE4m801aKHo/nW3n6Z1X84uYBV5h8S/3RnTeTcfTO3IEM2ne9IzsrPijUZNrdAvziqWYlx31CxXsDfDnLs5vYvXGupMJa54B6LnbvJJtXdvI87kN+VBym6yTW+W/7BXpSAKwlZ8kaPU5/y7xl1WgoP14Z2gnqxyQ7qI06C6PgjuEkGaWQfSeZGz5rNpm9PxGTam1sqAL6qCFiqkCeOl90JV1NQFZCI4Vbg3H32YJs/Bb9PUnMuOprBObB83ZCZnXMb+KfPL4jHhbiLvFwT4g96/Ynbu1190teBQ104eQb98htFrhZrMfJqtKNziGJPu71GIocOQ0hxve8k908qbeY/HuDmpHWaXdu+BI0rPhsY3otLf+6TBoGLsEu+y6KVBmFbOexg5hr+ShbQ4IArvM1mYUtZPYNJGTr6+y65HkPGnry+JZ+xm+nLfiIGf2shP9ATKKXKckxyNhOxqPXQ3v87QWnAz4M6Yl4wmRHRUoppSbqnTfVj/7my6/e4Yx2eIvQtMR8/Tj5a68nAZrolszlXvZzNkLLG7m6vAAiS+8YMTB4B+zAGS1WAf7kQYBgInPbiwM7HU3/HD1Id6YGbVkv+UKH7r+siv8IBEfu0+R+Y/23yObkXnis7/GCdyCw8RP00Y0B7q+WmTwP76TD7MqK97KfR3nobBtYvPJTpcSpMcwwc2AmTk97vSC+StNYVgAAL9RJREFUpdFHbVEps16r7rjMQWr64zkluzQ07V3J4V6hEEtm7fHdgA8eMkEhAWw7ESV6g9T1nHpSK+9rcZ0Q5XC7Jwbfb98SQyH29FXoAves5nUS6Md+znWIdTOyjEL49wDgYifeewE77qEwFYB7cWrfSiO7wWkPASxmhQovcM9qlLlL2oXw7eXI+fsBmx/LAnaL8dq0Uk+LpAZBz3eiEcDUY2CSxQujcK57Vrri2u+MOMUPp3v9P9vQo7cqgAGE7Oc7T0BAmBybWqATPHc2BuVonSb50FffuamUUmqh3lHr3xjqwZjZZ+9IroHflMrVSWUxNJQQfQ08gkE616zsPCGzQpTsYpayAuLrciphrlYh4s7mlz84cJPUA4L7E0Gd8xO7sp7UmLz2GuJgHHPDV6Q9MGWZ1rLL4ikIerZa5Slg9vdsgGBcU6TXqc3V0DP+l8FOnjILeRWS2bWWprAMjZMkVaAfTkZYtQm2lAX44Rjg30hSq3MFh1bLIlLtkHEpuuwWVQaotgBsg94VYHzS3uBU25EAQkGw5rvzLcAVMfj3Sven3lrAHo4PrP6XL+tcF9qEG9ZJmH5btxwjE7sDPaiwNuGwRpxshjFgPUX85lV54IFiBXgfXAn0WPgAJ6kezvk24fYzPt0RbVkxJlMXTIz+efbTdx/WUoukPegh6aHJKnN3BHCSaHzKUqEXIHbRhS5sLR02Umt5BWXZifjj6a8gv7rFhAIs9TngwPGB0dcCNZlEKp5oWfqbgdRJm6577dA+NYcq//YewABSPWoni8lml4SieEiIwt+abwHeswDqw+tIY6DdlJcRcBFo6omdDIbBkJdABOFYN9f/dLJkCsOWlWm/AVh3Y9/yZh4gVyD/DEvgn6HdObSf8fn82FqK+Frq/yM2aV49AMmAnjUwuF19ET/ObwF39J2syGo0oEpKsTs0zq7qiWtJXkibnx6H7hQBHgwg0nxPm17QA4h4c4MngEP+HBq8ZF0Ep2/cu0Qtg3HxuQTXCMDRo7KbREUAb4Ag0LhwDxTOwgLHExGA+3N7D6+Le8Sp+OBLQojeaeLM42LHSTNWr8ek75VtJWuVsIUxaKF82sRW4igh8FvMAd+7s8WCp3oHO3DKMwABFgc/ASgrsZZ6IZy+CwZpLmfpAaE89NOroQAYMMOWCd5gA3b6gZLV+BCHHtF7Wb1FKqJaAB+46HHSRLlTKUF4uF+KuZX9spOmHKQBGgU+BgU9CImBVR6Cg5OhvQIcqolSSj2t9tTn+ipW73hpVvsyelIJTvpjXAi2UqqotGVq4sklWf1WoIfDutsmNYoVbqlVcA8f8C1IWY27PManIgSDHa1Jf1Ftjaab1mE5JGn2fJTOHmmeNQX4FfKdPnCPdzkFj11YLM8h4QGmI9ZzQcMq8+rCNGoOwCf0Pc/xU+x6kPg+iY17jaNuS2ZXNMZbTzCVqi6mE7TjXSYkzZWkNiJ+34o06Ui+CWAl/GAbGeYFDHkWfG9VuWSOv5fhnPJQ3W6/NbCeal0CqXBHkF15IiCOgI3EPmw4Uk/CQ0daUNW5LYQQe4MbQtwWQgixengIXEC8NoEGnaBlyPHw9IzPlOL234SyE7GESrQ7no9Q+OMjsjuiFKfpjvKXD/QjOL94bQfairtsFv2XdDOS1uxlu1oiAZly8GEAxwmBm7GcjZkvHpK+BxFbuBGpmPE4z3ZO8dpsTjZwTEuOJ3KQeij7uW7mEkYeYaHdT0Gf25IZAx4CwskrL97sq51vTJRSyv/NUT/Fts4vD6WhkRO0BAKyU3QhIfxS8km2bTvfeUrj/VO8AL43UqvAr0mTf7wpXo8eU98CzquB3XXF+6X3wPgdATK1ZGIxRp+PKRU5tIF3Q+9ga/E5uMo4tjXLd2k9aJmv89DpTWjoyWO7W05F8JGFOWA6iZeLAQ/0P4XGZWLPO9ll0UP2fYi3a11VXwynb+yJNDSmE7AxPLQGIBPMa8M1SKkQpIKdAag9DiXRhj4Xj9y62s6L04t2bGXQq75YZ215V755D7QMi0d+hRdvJJNxjaswG+ukPiw4ZuEye+mZ/iedB7JiL4jTN1rsE3JJgj9YQ62E6c1WKjujDMlfynjQ9kL35uhHABXYi7VcVdDdSCaRANjnthgmG8gFcfrGvSs1+FOEuZVXGTjZGMh94XMAHEeBAKy0ZGcc2aRmxxYmVyypJnleEKdPe1KDu7nlALvIGbApbmc9IDaDYhByNs6U9yME8Kk/2pPLknzl967Q4Yyvhuk4RUl8IBuTlPqmgwLQX7vHCs9KZsl+NfulWKnbn/vAY5N31KtKvani1V9IMhma5ueDenv1A8B/7b5CWLDGXmyunhTvskA5cWJ7Ie5BmFiADUaLxx/LnB7c3sf8eDbirfT3RY+ThjE5YOzd3rRLoYuVArYZFtzaagjSgYrtXuyPo9Vcdvar9Q25Xh/VDep78uXYpjxYNkdWwXd0ZOKw7tRIqs1dqVtytpvVspDg8Y3ZhxKUOGSWGY656Cbc0BOZNrUIu+aLyg9Kid4hklUPQACP86zMpKmC6M6tq2Ln3pfFQAghxN3iXvHjOqrAEToX6J5UnCcLevu7O6rMm3Ok+SbAyzvrAaWPGwzUk2Te7f/FIlXuXYLzHyelM365HE0uLF3mg0Uf/fklAIdYI8h20GV73f61+Yj0GqOkDZ9U8prwl6wWXvg4qT9PwlVc4G8WAlW0mlgblfwbEOEgDHOEOZJZwgGARezJAycLjIdvKvV5Hn4q3lRPJ4aIXkmG8PzitcXzpApb2WXrcImAYHy6b/ck+djaiIS+kk62eICtrptSL9E1o8oEtpIt5dwkovb7SRBx6C2p/B6OE348hAJUxC/joLc4x0gXAYQBq6ZFrGTTq2SLS9m16XVQO7t8iYdnsrABHpKFNXU3sQTwCVAaubFJ0JXjCHzbtENt67JUFUJ3bpW59nv8i4C7tBUURYRVCIYQykuQiwgDxPiGGTjFM6c37hLC6T2+J+4S94iMmHxhjgM09OQJPFZgJguhdv5Td0rJZTwzTlOpq6Z4+ZzXrM8khtGJCPigyCIvfDtpvGm5wJ/4hTB7TH7sS4JsbVgFK9JB+mOFh2SWWW8e4T4bDmU4uejtpH7vUhbA6QfcQqg2vKAbZ4PWGBgsYQKaohqBdWpMx6l/S72thr90+5ta01cZZIJg69w9KFRaATF4fOWgFFq2SqaShjqeLSGaYvgKC8APTHPtT20+WLTq9cqrXhbpnqXRlVC7d9noT/3JD5djEosYQeGWFSTKDgC8C71VXDV9tZw2TaBpt9Y2Qd2YaH8sY5z9m7I2s6hpXDJZ1YrB/cqt6ftpyH4eefHjpH7FOxE8JPGW+SjJireB00TO6AikKNqOCW0Yqc/n2Q7144U9l73erZeF2PnlLM60wn9eqOtJ6OLaL4EUvhl8B1IM8ggmKvVArMErFno4Pt7Ks7qv9qZzIXbkQkjlfgheMMq9+CZcPyZy0AvEz0dTv1oIQyZbWOzggBOmgYCd4iNewQkFr6mHh1DJ4bgMHYfk6VYmGkR9aj0a5vtYeOS7QCqJEABgsXiK35JZomMAaz1S6mWl4th/Zuef5ZE1PlLOBI20+h543y7QgSxIP71Lcu+I0nC2jGkSwghDw+wwUt986+2gD+8BITbH3o3Hssiz+NYoQ3rbrOvJnbS1cmobwUNIe+Jl2KWlV4hiu0dkQ0KG9cenRtYX+2wUsTYDLkIiSk/1pCdeOV4lwU5KBy2BDrXcisAE4lvSUO01FQBri7sQ1M6uTw/27NZK7Blw5AE2ikFgXj2Cx7ntZW9zSHVPvhEu8X9fLAecAVpp9Z9PFF6rdSXTvSpayh9kv1bVT+bBB6Ebv/YnzwohxM7d9woh3nWPyEqupkB3gww9advI7be8quBs1yxcAO20PBvgOdOOh3f6gtaNSsHUlo1rF9AZoG5MMnLO0TioipeQdCMzUSSQpt7vq66pdZVIgWqkrVfa9S9jE67uyUuw/j8QB0DwpSVmWsGmGkS42XnUy3Fh9ZCJPi74I4T65ivq7Ym6pRbqpno9esRNYy9OIqKmJ3+gW8jf8GGfUDiF2JzA2pMoH4cBSFBRYcWvpnakAE52PqBiNrYAfhCAUT+fbRfQwM6hsidyIoTtHv3ll27f46xun1Zz6dDTyAV8ntf5MCipW+Yty7CrVAEX0MDOIelJgZCt+ApwMI2mBExcWc4js/8SNAbsSmAgySgS1tQzeUY/1NiIi3AcyrSVZQxO4qwA/K6HaxdiltKG4AW4eo30dKlv/5opKlDQ5/0GEkL2ZRZyUQY2UD27BO5QPRz9/bvljgpuH67f9MsNTzMHMMCxwNqHvI+9GNa4mjc1tzZ0W4gdsSfE3eKTjzc24sxQXcj1bYgkq8Dv9mRlEiTE14BBdBjhgpc7s4sB59Rgh81OhRAPi4EobR4JXOR20kxN/Sbeic/jtnSxRpXeTwYSwPUB/HTrKRwLnnmaTPW/BG0VLxYLVRcnEVEjm7oBf+ES87gH3qpfkU2T5Q8B/UU9AK7lCe4x8Vv1JD20evqmeuet+Mrr6hUV/GAabRqRPTO06gT5PeRvkX78Ahj8eI1muX6xlBhY42p+uMzv9fPYNO3619MQQ67yAlC7dyXGbI78vwyq8klI7J+naV0zOrSVoZp64JtxS+Udyo6NbYS6bcMJQ8nj4H96Ca0PATQ52NkQJI4BwCRlBn6V3WEN3ziGt92jaRbgnbXRldC0AQYS2J/sV8dugxXLokmztDTlm1Mm44YupBBC7KwL8T233rubxV/KcdLQE63y7vFP6jP/eGKhIUrIYtmOGHyUt2SW7ATt+OueQWWbL8Zx6CZzFy+ErFXMBAYkPtmSyS+DNMZavC9Pdkiexgehbt3rG2Y2zumRIgHRSW5FnoAKqqMADtL2OPpdAGysDYd2aQ8Zw6oFu/4zm0r5PPitzdO3s3IvSLXLBkUppVS8rkoQTqIH1zWPcGcpSqloRymlvvopFd5565sv3/7my08/vbm5ce00jO58804YjidBnivuF/PfKZe3VPmZQOhHkPBPliVwvGwncms/R2nm9UglBJ6VxrnYyq+yW+KbQRq1V4KPHriVSlNBGjHZSCbUu4uRgjXTu4tpvRbgzVJZlWbizg51PRmkMR+sXPL5gu0l4lxu3h6FbXp32XcLWWNf3N/zjIBLuWc1rfikB03V9ILjMDuzfWKUxm5Cp+jqL4fFbdF38dXHjbBbZoKzQ8mbdEUjeyDurSOpmQNlF2JC4B7P0IBfsCfEfbd6zwghxMBZKsr0rXURqF2NYQysXPFuNmW2sUL9LVyPfJfomfZUTgC+6fJzyXv/zzf/4gftvJCmA6sLlOjCj9TFl8ExX+arGTm7EPNHC+PgS4bHAs/2bysV3cP3JiYXgQsYQ09AJs/adfIIip0lidESa1XtpMvEg2xNhVumtNazzyillHpbqZ03N4tilTr1Be9ZJb9zTywlSI3PNxXS84TKEvj6IeGQg928ooIZuAq4BFa8bkxdxA7w+05zZuG5FaHqqrkdzbcrkpjgt8R3hXrerwSqddZl/jNl0Vlo5F0hYc3cjkoGr5eh8mucA3pLjUvhSy74d8oRTiGxNAkA/SQm2DJp7w6BKa75xLJ56oq6zwO1PbFnHu7CrmFpachbGOqFJwGm7ku7WYRi7x7xhLhbrP/4Jx8WQjw6dEuFXFRQ2JD8qQYLAUf9kvRrXM5iYQcbSYHJVxETw0jwHPTQHf/xH+sQPygYn1pcAiseaFgnKz34t5VDH5FikDbpHucYTXvSdKg+S5XTNPTfespICpegrZFCPd41UPTqlCDScTk5BThKNyBNUhqZaPxUvaNUYtFOLVS0es0rlnkpvBNo6ImQ4CZijrXJ37DMi02sR2p8lG+8RQ8zVZVdmHciGwrX8Pc7lWNldxMnOejvl4bE7LyV2nBJOH1TT2yXxfCzpek1L9W7In4mlVPxdchwxbQKHrauZ69LK5sgray+Jyse3uifdi4IZA9AWib6eBgB8eIT+u0vJZSR03MYQ6+GxtFPnJWXwPzMnoKAXoI8DiSEu8YywV0IIX7oiS8K8S4hxKq3VNgliNcm0LB31UUYzAXpFkgZkQRbGjNfz01fpu8uZbgE8doEGj6JW1FxkQYjtPdiJ48QCGWQMGJY/dwu/RC716vULb204+RiZDO1X3D0IH8T6MU/mXf3aMcDnk4HR2OlhTznMdJXDQ1j4lXtK7Kp8y4qWo2Mb+8XS/Ar8jj1DegGMnk2L7iqqotQJvnNdg2PmNWG6wqaqxc06EHek4bZ5X6tohXrRXbir5g9kT8D98e9nMSg59SvXv/r/+/ffKzmlntBgx4GnHcTdPVjYgRJPK2KmcGxurWpPvnpOy++dyLE3anWtG/kOb+DoyWoGZOD7Y6n7/Ad8DfA0188XDUZufu45qfSn1992BjUixr0MKBn1FECt1bRjbSbFgWhlg8TbB3vQroWJACPLeKVdY+U4FVgl1yURESXFR95wfLG8lrxdQUrWRUfs0HIU98LJCTMn8Xw+7xe/9W9njgNdpT6Df29CuvloiQiAxKuQzn4/frhVuaR1UVJxI0XE1l/D+BkNNtZLGE8+7bxclGDHgbUjIkNg4JjeBNkKSVoG3UB6onkvngd4NCvzD02Xi5k87UIjSuufRJ7QNobCWzPVyG9nHtVORaFD3FZJCIarfkIWT724KXEi2H+AWTmwCmwCV2tYRaNgFNZJXN6UtDGubzjpOmzN1WSSkS4AEcMQDk+CKk909wYAzP2xN5d/7fN136T9SDLaTo+vczjpEHTH+S1paAbpaAwxA6cCOdA4DskDtVV+qkl82dKxZuOTy/zODkrtlIHPsr3YE2rMMXrUKexVJhPl3CcZNDwUSpYNDllHgDr2Brm0gRjUqWFky1A7b0V/+w3lVIqjrNb5GJR1P65vOOkaUw6jfygZwcGUrnvQaK6cLy2mrqWy3exaLsgrn1pxC4uJIL4q/Bc9rItHBxO9WnykKSGLxIe2ubrZQgKlzhBVeAtB6VSKgDq05JvlQTJQ+M0qSRkBUWLjBe/neTQgHc15vP0uhiGQaIUpJCnUiMfJxawcJnxJ4dweCd3Lca0KKdwGSSilMrZSJFYgsiI1LYSRRwAegAPPMcHOAyAE/buFR/4HSEesK2s+UoW3JReHomIM68T18iZGiPVu4bkzX5y0L0IJWZYmjIuGu+6PBIRF1nxs2n+ewDSj1fHKwBa0sMHQG7teQ88mX2AqHhPuBRtDZm3QcPhVjlJLK+VD3nTaIwfuEQY3udO7NcsSHVkrn7pH39Hh/8Jn8nyl4qrMa92LsjG5GQ5zm3IN2Ne9osixxopDgAWaz//nap8hTIvRVsjhawnX1mOK9wkAONGFoG7C2AdJ68gpBwD0omoM4+6X3y9NI4DNK6TnmFgJIEg+xWlBjv9RN9fLNbUXRIWi+8BuLFU3DEoWdyEPbmU6vyQ9cStiBzXpsa7vQY489yg+bfteQ+IovcAfAFmT9uLu/4ufVvHvyKJS556Lke8tty25dtIhbCdn/4YaHs8tlLYyVCF45kFHHzi+4EFt8W9v3xnEP22iNMVeIOTkn2myzxO8p44S1GNWoYuElgDmUus+AHwsu8N4MRQvkxx6ojDfqHISz1O8p7YFZFuOeAl/bjt4mTpgwAA1echYHHjKtupqLzHygdv30zMj734qPSK3gMuj+MARk9Kun0wiJdxyGQd+z62Th9mOo3HG4sBcGIz8ODqRCmldtTpV+9zk8vJwJ2WFt5l4vRFLfDuEJAYqRZhPj2jbeDw7362n/r/KkLkBHvFy9uhc7a2NoOxG5VrLgfku8KtayhJj+TO5wwikN7MBW5de5WEtlICd8nL/SWSiDBnl79ctSwH2frxORfrefCIM3q26vOsBPX5Oz7VIsDxPcEXSkFL5V8EGjfCcbkxyXN9g8EhJLuWTQTfWeVJYG7/awE4que99IfTl0Blm9jmUnmXcpyUdbEtBkE5Ta+J79DTRBKZvkdbd0bAbPOJr8OCF7gqdVymi3DPUhsu5Thpt3pVBQa1Wghtm4FUYcMLxizwfz/aSNAwqVdR9s3KloAuqK2xBFlPekubV2x/vRQSuvr5Fom1lB8EwB/4CHxJJK+GMRC+64uf/cJOdOXTj22M781yy3Jpl3qc5DTIZbpmL6jN5d/LFfA+E19D2oGD/Rcr6mpMeLq2qoD/5zHwi7xYXAr7ny8WcokcBzBnV4cLnObygEzOenzEGMBhNO/BodztAYtK6xdLc+kSOQ5QIrq3VX47eT4g0/jPhnYw8Inxwyvw8oFkaJgMBpnfBJZW5OUcJxV6Wg8up5I1uZ1R2liZzPV3EXic3niRYwtmd8SPz770WeffWb/6WSHSQ3IJtZZ1xZ8JMrf1+rPXMBjKxPq02/Y4+ZEQeaNgzv0xoXrikWALpvDH94Jw+5/GmLVlSfZLsA+FwbjIx6TsDGiwTOFOl8e61B8g2kUrjqkDtQKHn7f41252G1BiAcYUdWWhsMvF6U2OqV2sqGoH0CmM7dp1dUJ//3gbdfXKLnd5zNe9W9Jy+pbc51s7hhkor1j+5WzCrRrMVZAgWUYLbiZEIm986BJbM3n61CeZ7e7woBae+CW8/O7vHBZKu1yc3pxdlteauFz3XcksjYUUkqP3vEhoazfTVVDCjy+VRERhb/SXokohJqUeEG7v04IYUJ8/XQH/Zz9H8DP13uxLOP2lkogwe7I0z+Ly7be8cuQi3RTs8GPgPbLFs5LTcU1VmXtNDZdKIsLsyRJy0jN1kICKe72jD77p+HCLxfUbLo9DKD//68f3zn79N+TC+WJv7/75NE1dLO5SSUSYIyHKROClXXj5grzxE0x/jkhM9lxOBlKx0WNfWuEvci+wxyeQDJfJZgCLSyURUZhTrYhXinbl0FPY4Pz6f3s9Itg+AIR3q1vFl8n21W3Jf1agK0W4vRTiYo1t/neDaACOa4Efscpg/Qfe3nwz+Ma9wdrW8UPeT1UWdsk4fct5UqrMnA8eAPs/AsFg3zkYsRBSAvHiAx6AD+vf4g58OfH0V4ZLxukLrSujK2wGxfeXygl6GpkKPW9MpDdZ1ZW7c8k4fUHmzq6MMkAuZ3eRfM91JSUHegCHp15A6LqtFV8WiajSOpzrmUkGpYOwxlRNb/Dm4HgIbjKkh7f6PzG+xeAfe//rf/n1WS1KovYqRDAuBMaHX6Z4FSEzSp1DyDsWbAcWi+S0UHg/wRQW+4enf3zn7ntu1SzEy5S90VAjPUjDppw4nkrgJb7l+ltEyW1jXpqDbs2nv7RNuIpKtEzxKlXulEPiOFREt6TnJdIREKovvfLWq+H1p6NPScunVtr8TGTobqB1wYZKqXhYNFTx2E7hXfmTxPbEjlLRRCmlotVrwY4/fKevVJgk3vucmSVWixo7Fv56F2sXXaBoEQMA0bKB5mokaDsxkjnCY/SfBqQ4mXryU2YWUU8ZtM/0vTtAUpMF8FgxqjzDlxaTp+80jj/KbErNR+VENTB1OjexI5jfrPowzuCF5SAbuO1544w2ERr/UwjvrjIP4nZr3xlAz7KhUkp5E3P+hY9sFidkuozu7GjLMfFOvH7tzreGyrAME24qiQCBHO3xAeF95pYESiUpFYuLLo8M0nViboaO19jl9IcxjG8LopGpuWshQGnt8gl/jMtTcFF/6o1QaWFp5DdlyYgkCzcP9Ig5ytdGnWCuvVRYBfvuglDYW4KmlDXubad+6iwLiHEI/cnO6+rVV15V7/ynaEd9hy89tpyrin13QTBn16DxuDJtCaYIwAirj4FBnUwkbEr0gTj4fjzuVlUX3e/CwWiOSa/xQAnc5TDB20+cGkXcIwHiaWu1l00iotgTUTpBirUVDsYEAtgOc3GB5G7+9cWjbq2b6aQwt3MLWyDzNFlA5CYVKTO4VThuXADxLg7dfScLTD0zJ/+31a27F3v/4If/cokxd+kkIko9cZtSPl6xcHs8FIl8w5ot7hr+ZfLbDjjoWfTYw1re0vYaP9pZIPNdVti7HNmQowINV+Lt1YXxwadEfwkDLFhxsOpNDl06iYiSxtloWp+w6Hoh6dbscMv0iyMB/tU76mV132deUW+//Nw9L9eUdtkkonKRTTeU4nGS7HJ3nbqG0Pkd8at3fmED2OK2BLZ5A0UFJeMyj5MS1yF9rRDrTKFwnGSwLq962Utw3yez39JIdGW5sNYGnh0KE7bfQCUwLGnnvwjvGLbKfL+Yo76wy5Ui0lBceuaOUprKRQJkaqVkKzC0MEw6agh+/V39cqWINBR7YrICSwe+V3hLIz/ib2Vhp9q+1Qt7Yu+94u6+eOCuhfjB/35ZSJXLYvuWoHD38HeMq0bhHm+Ypwwm2rplvBP/wjZ5kmCo4m8vNbFk1lIXdnm3k8p7PGD7xktceCnNFA+Anm+wog9PxePvkaCX+7sbvt5lErtqLMCuBnUZqvdNMTM66OoubCj12OZN9RevKqVCZNVauUyOQw3vt3cCObPeMWIqN+HYZINq5vsPvHIPCD/JPVSVuNylcxygPCZaFqBsjAiqcXqOvmhw3CLxslLv+EsCaRVwqRyHXumZgJRU01GnsiK7PzCcUMwebLNol8FlchzqLCUXyPU+uYZV6do3AFDTv/XlPKiZnlGA78ZxUu7Jlp/9HPScHOkoCwDHAPFveXmIocI7S/LV4j7fleOk1BMrKLxm+FFZyCQCiD5ihMRajWGOWP/Zgfg1W9x9z/++Rj/5kqSI0oqTZ6knmijhFZLAsuuugYs2m5HBkT2HCLXg+PcXBCFh4NcIiF22FJGGUk/6p4XXIP1hmHA2QBq/p/95KF64S9hpK2VZ+SmH745mQPm0lW5l8iUbwB7E5uRRMoQdCHlZ3TxVKpzcUaoss53AZUsRaSj3xPVhkFAZczeAlaooR+ZXT0gp7l3eNm66PfxiVbbvComI5Z5sA9HXbz3wUed7vnwq3MQt5nyJ+OmCb5utm7z6jFLq5q+3EPzh8iylFqFwjwcGr/H52YzD3789P5jBaeIXugrrKlgfmEpnbLyqT8yVPKyr1D13cxugPCZ9Jd9y8tdkGzaMUWewkMZLNv1Opbj1LnFX74t/s7fn1tR5QcPbRShxTI21K710Fx6N/uhKMB5ACVdJdp6ouDn97V++fXv05Tj8PdwTIjisva23Whw+J+h7Ss4s9TYlvvpp9WYY7ajoqlJKqahwXQonSkUT5d+380wW5pdK7VvAevXVKKoJPyckbQuW7jzbR7s/MeU57Lt6Lj3NkSveJ5JP7YzVbhY2BZLR6r/8ztdV9LZSNR4hLkdvuQJ0j/IxiUV2ocwY2/6m+RGCiVLRJBbxlTyX9jGyCi6qDYLN1iRngXRMlhAHoVwvG6hk/Uz95S8wX8H94fRlIX731iODqBuj6rtznFTwy71D4+UGgGllN4NwxJczmvfJ2kOPr/Q6ctwuWyg1gfJ5AluhYSl9F5YcQeq963AMr6RBxUvgyUsEwZ332zMq4bI5Dr5+6J6YaO/aabmmJ3YLr2HWHj8NMqffsXjXT4h7vmb/xztfrCahXLJQatZ2pZRSkSmyIndKa4pJccVOlIqu9FW87SUhGf3q9FSZ1PlKslY0rAo9P4hndKv0Zyt8PLdEWy+Z4tbw9VVyrGPO4sPC5vh/fGooruhgb3Or5hteLk6ft6Li0rO9KN6zly6xHjDbQbx0VxIQqgHc0RvdIuFW+vjP/XhVxZeM0zf5blrhY4V3+4pXeNff1DVCDvOfbj5vnd1ldsN3AbIe6IlemLte4XQL+mXBr3WlIqFyJCYWTyL7nhCvts/qRYH2fBnQ17UGVT0JCxiTHKpiTyI2xoOhyqne4RnWcFiS87k4NPVkIY1NJ2Jd3SpkjQA21SsZjlNGP2I1vFvtPFkKTTKrdnTmTBA39UT5hhiTJJcbTPIC7BhZgkL0KNub1isqjuJL3oQzvKuyJ3HeiJj1pY8OMIkeypMopb7+ulJvRp8J1o/ytVjZ5ss+Tpp7omQ2KFIs1y4f+FvBJLydtY1rIzJbigDhD3/mFWddVrb5LIuqE6ScoOqeROnxvM/3qmV/a0qFk3Av+13cFVd3Giu+ZJy+jqeVQh818ID7d/lHgKgQ9MjJdjcg44aPRjfe8hq3/+8STk/leaKUCkB8feylEozeTik+nITZ/ia+MHyz+ycs7h6XAM2zK9O9SJIVL41KqSjvyXHVxH9VKfVKZcVeZegFoHl2ZTIGyWMUlOIjT3jJzzdKGOH8z249Je4fCPGAW1VypZHxy4A6srm4sw4idX+1siR35maYm7MeBqPX/+5vz0YjPO/eh7VsUSUCzXdDiqgJ70omyPMP5S+yFBnupDtzlBZ1N6YMqsOyi0qlvgvHSVxLkcjb4nw0f3GLWjbg9lICXjoDQzSXwrbe+GBJ7dqAS7+dZFCUJaqFkvYxZN9/llq6Uzg+eG7ZkWQRLp3j0M0jaw6jpeuWmOrn9JH4R1W886b6zc3/q3rmlZ0W08eXf5y0r5PibCzd5cOJUvFElQmt7XDZOH0DNbUahLdfeM/tbFdKc5w+8RKni48dvv+WXYq6dKHUSt25JnCK0yuj7Z78o3JKMb5/ff+2Egp+D7csYHt5QqlpdemPrtv7qMAu0eAC+38x8D4p7r17Z/ih6UvXxe+8+y2enez66zXKApdr2q5UtlId1omKizok6TqJlzTKJGJPii98QfKTsHTbuvTjpO1+UgFeIUk00T0JeE+hH31KW8NmsZQL+luugtKKbz+vnGV3hB4Ef+tHHCbv9H2uCI81/1+8UpLk8ItZvjsMbKDZynsBNpQ2HgzAQiYiqdOPSIAIBSj4BFuNpXz3bifd7Xf15Wvpz6fuHSQyRKrOaPMifP2XqbCV913gOBQp3KrDQvSzFQCMdpSKJyqoOBdPvxTmnJRyuWVM9BKg5X5SAT+QWaKVmWBhkHhn/N0b+pgMgOEvOHG2pso8xcs2g8EStrLeofMZkdWD7YlS8Y6S9Jz+l3RBFtiMr/3/2zub3jaOM47/l6RFpRVCqrnIgCLSQNEceigLA4VSy+YKLZAe+gF6q9EGvrQH55QaVc1VjKI+BE6ORhs4/g41GhSooVWbxilq1OnNQA+iYaPKwYXWVVBRznKfHmaHL8sXaWeX1jOD+V12Je6Q8995n3meGUCsOQrLp0Sape3bHIfUtTBRR46FfSC2Fx77ks6/1P7jt5rNHXr9H6sHia/Ivzk5ahw/jgg4R0REHsqdJlHUDBGf2O3EVkMNmcgTCCoZojwBBSXUBirUIg9odppEUSt8jYgofu87RET3357+DTWFqB7B0WPGUVaAZw42AccXBm3CJzNuVesAcPbs1G/IfRuMAdL06KTbuV+IF4Ju+yl/bQZGqdPWtCZTDACgVo+ngLe8tD87zik7L9L1sivbHqgtW5PIGd3fB/CBz0suOuOOT5m0IVYG+lMQRHTcEi8J4l49qnP4c7VRL7+82vjpb1u71KIPz+0AVcDx4N0bCTiDPv1Ie1JJGTxWMvhyFoW/p3TM9MZ4nuRsDyUY7tUr7eISlTGPQq/y2xNekoR5ADdPjwsxwZ07H2LLgtTObD6A+b0D6n5JRBeIuocIgPpLn4C+aO2Gb35jXKBP6xliehSK4+qSCzytyr+2gcLc3ypE//zf6zUUUEUIbyG6+1bpenUw1Ew8A3pREpe0c5whgIcDf7t/Kn09vi1+N1yf/8Hl7eoX3weuzOpEs1HU5zrI/c+r394uba87X3Gc7VPON0t/rVVOLwbRxw/d1WCcp0OeJ5r1SdgSpa1UOq3k8uJARbboF5e3w0fbQXn5xhsDgXJfwCai8Xt7pCOhJD7QpRARROZbWUEHeGvgkeczm6cH1OsuIPjR6k/QCuWr2etGTSLqTikKM/YMEOleSZmknSYhaqYMlLftjSDlDPcILhWPMI9/x48+W3510JVuJqacvT0LlMtJVIr88Z/U7/z+D3cWCaUQGPJhm8HmEYMQkUKt0ml9Xg6Xm7RFOxTVnA8AfO/dB51PLjZWEt/f7AfCbh65KUE0XHcp9Ltudr/WeXIqXN8q/mqXngC4e3fo81II4ObPfv1R/50V2/nvfJPs1afubncuTMmYDQfnbl6l+79MhCk+zp4Eowz36tMrWQOAUglA/YzjOUQbpwHA8UBEW2PDjJuwzIGsSpwPWvK+NfmxIfLb2m6I4VpYoS4uePLOm/RIgtvV9L9yDIZXsRVK/DqCegjy7njHDNAdPTItX4hIJXfBb6MEFC7BaWBxudHqbZcoasUy3bgS1uhw68G18jVgbqU9fXZSneE5SAUl41r4YrV4q+8FOORM13tpuSPLidgfqfvVlF3IrkLfoDgbtybRlcAz5ZGW29pvO++uARXvuD+p+lPTmeK1cSz+1b/tEhHV92/HvuK3VzedeyTOBbqOjb4j8UzGWWpz9YrsRXh/6bQ3o2LS63eJckKLwWySfvZQbOioXk640NvnTnslPawSfsRKZrHJ2QsipR2kBmRYdWBGhjSZemLriyeDEiYJaWx7MtO559liat2l1J4weQmJcmJzFwMK7fiq/hVMamGJ/mki90E1QIkrLvr3haVlk/5pYk7dJcmixM8rErmQpWV0c4xHdrTPXQmLTp31mDo+YdbxSIXcZFv/3CXRP00KfnwVl0nu7DrgiovMV94JRSMzqX1M2ULyQEztlfSIlRS9E41FHhiXJhqPtIyZJUrUXUp5bFY7uSoSW3u8EqQP+mjk0OaTgE4NW3solJP+ufA8ULTAAfDoDIveWsKyQKWctJlU4NlHWv7C0c+8SJRzFxWafu6xUSBZ4tMGr+M5s6kVxdwVceoV+OKiWk4+DXKKR26oKgknHW5yYqj2uyJU8o6KItK8UrGND3DExiovjtAVV+WW8YyfW1zyQbGcdOpJj5kTR00Jk44KgJFykhKH2dgEUH67V9u5xiIL8qUqKpmlK7Iiiu2J6+YdkcwopkmdU5kXKM7VV2fkuJABxXdb4TetpNrGBznHIzv88rsq+s+mSrSfTe2h/zrj8DlBJmDAKrYvLrGG6klFIz9iJcGJRiIbrrhona8AwDHGejBhFaV1LRxjQN0VY4IGgVXCD6uEH8aNTzRm2KJTZ4btICNjxowmoG7twYSM6/EcMU6JxiU+25oWJzKuBDHEKuGHVcKH4bpLYz3meG0kamGN57vUTqhgjWlKTNBjggaB9iU+4elvQsror8FUX2ydGe53aVziDep3SfRXIk9Q1F4JmVp3maDHBA0C7Wthg+YgJaaVE51zlzHtSW9KQn8lsuOlvxJ5crVpJd4ErBJ+6K8ksc6orWFBH/3TRGKcEmtZwABj1rR66F93mZO7JKb1IA0qJ/qSnOHWtz0xdz1e41pYYlyaaIy1g+SH7a3wRX8Nxo5PDMAq4YOptbAJ2PaEH1YJP6wSfpimxPYgOWFbRn5YJXwwZ77Ljk/4IpQ4RzylA0IJw42PU2Na7tIZWwvzRX8l5uQuiR1p8cGYfSR6mKBBIJT894RjkYXhuis4sXhkx7aMfBFKlhieMXNMek2hUDLH7+iM1IzLXe+/6EhkoTByoz36K0n0hTUu8bKIiz065UaXGiK3FzVuj047PuGEHZ/ww5YTNpjUW6mLS6xksC/8PPmoHgykiSwsYgnCx4kMij+TN+HI73fR6aJbxbz7pgsAcLuHbvXl3udERNQp7xZ/0ynfJSKiNq39otVxIncVTje46BcP9h+HLToIiYgoItqiJsUc0O7e3tOLG0FzX/7LwxwKaCz6/rUb65tE9y85v/toqUXl8CkRfdg5T0S0F+6HjV2iW7RG56PaPXrwyjOixcFDw90R956Lo8IbQLlGRERBrER+UsU8/OL01yZ/oFodd8h3dXpgAFOW0OYmfTCJyxOV6MblvhLN665g4F7vNGkD5R8P5q4Jo5NiG0AZBTjtEspzhQIWloBqEdVNOFOLRGNJXGed5G2gvDOoJMICHgcP/KsbAAAKF/BDVGg6X0Ybu2EJJcw/ioACsIoCgLffI6IuEXUqFNa64tnuxz9/4yEODlcvOdReXmu47/TOixui1Noi7wrtd4mu41HgeLKla4xX0gDKNKiEtqOWuKkQRbUjJEwialK/fj4Ge3SrSWep9qRGf6d9oqj17zHB/3K4Q9QiCrF6AfVyG9j0F2SN/B2gKB6TSjTiMRHRFh0Qdd8LW3N4Tfw7cEwwKgAMHMebgFXCD6uEH1YJP6wSflgl/LBK+GGV8MMq4YdVwg+rhB9WCT+sEn5YJfywSvhhlfDDKuGHVcIPq4QfVgk/rBJ+WCX8sEr4YZXwwyrhh1XCD6uEH1YJP6wSflgl/LBK+GGV8OP/1zQJTJLBdFgAAAAASUVORK5CYII=" 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" width="1623"/>
[321]*321. [1] Sloping cellar doors of the general appearance and function o:f plaintiff’s have been in use for well over five decades. Two patents, Tolson No. 1,033,214, granted July 23, 1912, and 'Clark No. 732,275, granted June 30, 1903, suffice .to indicate that cellar hatchway units with sloping tops, angular sides, and outwardly opening doors have been known in the prior art. In fact, plaintiff in his deposition of February 14’, 1952, at page 14, stated that building ’of cellar doors was not new, that they were “built [322]*322before George Washington’s time.” The fact that plaintiff employed sheet metal for his product does not, of course, render the product patentable. Substitution of superi- or materials in making one or all of the parts of a product does not render the improvement patentable. Fowler v. Honorhilt Products, 3 Cir., 1942, 131 F.2d 153.
[321]*321
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" 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[322]*322The- alleged innovation then is embodied in the means for effecting a watertight closure for the doors of the hatchway by effecting a snug overlapping of the downward flange of the door over the upward flange of the frame. With this feature in mind, we examine the Mulford Patent No. 1,051,617 for a metal sidewalk door issued prior to the patent in suit, a diagram of which is reproduced here. That hatchway lies flat at sidewalk level, as distinguished from the Lyons Patent which is raised to a [323]*323sloping position by its angular sides. The edges of the Mulford doors are rolled downward to fit snugly over and against flanges extending upward from the frame. In the words of the Mulford specifications “ * * * the edges of the door are provided with overlapping flanges to prevent leakage at the joints.” The purpose of and the arrangement of the flanges are strikingly similar in the Mulford and Lyons Patents. Improvements are made by Lyons in that the flanges are made by bending the metal of the door and the frame as the case may be, while Mulford’s frame flange is a separate piece of angle iron bolted to the frame. The door flanges of Mulford are rolled over the frame flanges so as to avoid any sharp protrusion that would obstruct the sidewalk. As the Lyons door sits well above sidewalk level this consideration was unnecessary, so that the Lyons flanges are wider and meet at right angles to the door, thus effecting a more certain watertightness. This difference in construction is not significant.
[322]*322
[323]*323The Janson Patent No. 780,610, issued January 24, 1905, employed a similar method to effect a watertight closure.
Lyons did not introduce a new idea for a watertight hatchway; rather he took the Mulford and Janson ideas for overlapping flanges, improved on the method of effecting the flange arrangement, and adopted it to doors of the type disclosed by Tolson and. Clark.
We do not reach the question of whether under the new Patent Code the Lyons product is patentable, for the effective date of the Patent Code post dates both the Lyons Patent and the filing date of this suit. The court takes this opportunity to point out, however, that the Third Circuit in the recent case of Stanley Works v. Rockwell Mfg. Co., filed April 13, 1953, and reported in 21 Law Week 2510, has held that the Patent Code does not effect a change in the standards of patentability set by the Supreme Court of the United States. That opinion points out that in all reported occasions upon which courts have taken the question under advisement the same conclusion was reached, citing Carlson & Sullivan, Inc. v. Bigelow & Dowse Co., 1 Cir. 1953, 202 F.2d 654, filed March 3, 1953. Thys v. Oeste, D.C.N.D.Cal., 111 F.Supp. 665. This court finds to like effect General Motors Corp. v. Estate Stove Co., 6 Cir., 203 F.2d 912, and In re O’Keefe, Cust. & Pat.App., 202 F.2d 767.
It is not every improvement of a product that is patentable, “More ingenuity must be involved than the work of a mechanic skilled in the art.” Cuno Engineering Corp. v. Automatic Devices Corp., 1941, 314 U.S. 84, 62 S.Ct. 37, 40, 86 L.Ed 58. Where old tools are brought into new combination more than slight advance in the art is requisite. Mechanical changes which would occur to one familiar-with the art when confronted with a particular problem are not patentable. Detroit Gasket & Mfg. Co. v. Victor Mfg. & Gasket Co., 7 Cir., 1940, 114 F.2d 868; Mantle Lamp Co. v. Aluminum Products Co., 1937, 301 U.S. 544, 57 S.Ct. 837, 81 L.Ed. 1277; and Concrete Appliances Co. v. Gomery, 1925, 269 U.S. 177, 46 S.Ct. 42, 70.L.Ed. 222.
Combination patent claims are scrutinized with great care.
“ * * * Elements may, of course, especially in chemistry or electronics, take on some new quality or function from being brought into concert, but this is not a usual result of uniting elements old in mechanics. * * *
“Courts should scrutinize combination patent claims with a care proportioned to the difficulty and improbability of finding invention in an assembly of old elements. The function of a patent is to add to the sum of useful knowledge. Patents cannot be sustained when, on the contrary, their effect is to subtract from former resources freely available to skilled artisans. A patent for a combination which only unites old elements with no change in their respective functions, such as is presented here, obviously withdraws what already is known into the field of its monopoly and diminishes the resources available to skillful men. This patentee has added nothing to the total stock of knowledge, but has mere[324]*324ly brought together segments of prior art and claims them in congregation as a monopoly. * * * ” Great Atlantic & Pacific Tea Co. v. Supermarket Corp., 340 U.S. 147, 152, 153, 71 S.Ct. 127, 130, 95 L.Ed. 162.
Accord: Lincoln Engineering Co. v. Stewart-Warner Corp., 1938, 303 U.S. 545, 58 S.Ct. 662, 82 L.Ed. 1008, Toledo Pressed Steel Co. v. Standard Parts, Inc., 1939, 307 U.S. 350, 59 S.Ct. 897, 83 L.Ed. 1334, and Cuno Engineering Corp. v. Automatic Devices Corp., supra. The Third Circuit has expressed the standard of validity of combination patents in Packwood v. Briggs & Stratton Corp., 195 F.2d 971, 973:
“A discovery or devising must add something of significance, though not necessarily very much, to scientific knowledge if it is to take on the quality of invention under a statutory scheme which gives the inventor, for a number of years, a legally protected monopoly in a legal order which generally abhors monopoly. Courts sometimes attempt to describe this quality which invention must reveal as ‘creative’ or as revealing ‘genius’. (Citations omitted.) Impossible as precision is in such description, the requirement of creative discovery adding to scientific knowledge makes it clear why many alleged inventions are unquestionably outside of the area protected by the patent laws.
“This conception has been particularly helpful in the' evaluation of those discoveries in the field of mechanics which have involved only combinations of old and familiar elements and ideas. When, if ever, can such combination be said to add to scientific knowledge? The reasonable and accepted answer is if, but only if, the particular combination yields some surprising or extraordinary result. (Citation omitted.) ‘The mere aggregation of a number of old parts or elements which, in the aggregation, perform or produce no new or different function or operation than that theretofore performed or produced by them, is not patentable invention.’ ”
The opinion in Avery v. Ever Ready Label Corp., D.C.N.J.1952, 104 F.Supp. 913, reveals this court’s interpretation of the standards of patentability.
The Lyons combination falls short of the standards set by the noted cases. This court holds the Lyons Patent invalid.
An order may be submitted in conformity with the opinion herein expressed.
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Cite This Page — Counsel Stack
112 F. Supp. 317, 97 U.S.P.Q. (BNA) 398, 1953 U.S. Dist. LEXIS 2766, Counsel Stack Legal Research, https://law.counselstack.com/opinion/lyons-v-construction-specialties-inc-njd-1953.